{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "from py_bar import skdata, plt_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "train_data = pd.read_csv('../data/train.csv')\n",
    "test_data = pd.read_csv('../data/train.csv')  # 这里读train，因为有label比较对错，可以改成test并修改相应的数据处理和训练函数"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
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   "source": [
    "train_data.head(5)"
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  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
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       "                                                  id  label      date  f1  f2  \\\n",
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       "\n",
       "[5 rows x 300 columns]"
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     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "test_data.head(5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "=============开始处理数据集===============\n",
      "未处理训练集数据大小： (100000, 300)\n",
      "未处理预测集数据大小： (100000, 300)\n",
      "数据集里没有相应字段\n",
      "处理后训练集数据大小： (100000, 300)\n",
      "处理后预测集数据大小： (100000, 300)\n",
      "=============数据集处理完成===============\n",
      "==============开始切分数据=================\n",
      "使用全部特征\n",
      "训练集正负样本情况：\n",
      "0    98145\n",
      "1     1855\n",
      "Name: label, dtype: int64\n",
      "预测集正负样本情况：\n",
      "0    98145\n",
      "1     1855\n",
      "Name: label, dtype: int64\n",
      "==============数据切分完成=================\n"
     ]
    }
   ],
   "source": [
    "df_train, df_pre, X, y, X_test_v1, y_test_v1 = skdata.preprocessing(train_data, test_data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "vali auc = 0.9793\n",
      "test auc = 0.9912\n",
      "vali_metric:  0.421 0.591\n",
      "test_metric:  0.606 0.802\n",
      "================开始输出名单==================\n",
      "================输出名单名单==================\n",
      "                                                  id        概率    高精确\n",
      "0  cb3dff566c2e804ee5842a50d1641f934e2a3b5f630c4d...  0.000526  False\n",
      "1  d59c75a60aaf0ad51d05624de6a78c32ab87e07a0847bc...  0.000889  False\n",
      "2  e73af2a7c4d2991c898010c2c8fd00b3d81d3f8f6a7fca...  0.004408  False\n",
      "3  aebb59c3288fea434e60c94d732abff99ac8e1f2c503fa...  0.006726  False\n",
      "4  5d2d91c0023379976e97fbce2f30217fff35690c681305...  0.000456  False\n"
     ]
    }
   ],
   "source": [
    "clf = skdata.train_2_cross(df_pre,X,y, X_test_v1,y_test_v1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "=============开始训练================\n",
      "第 1 次训练...\n",
      "vali auc = 0.9787\n",
      "test auc = 0.9942\n",
      "vali_metric:  0.437 0.645\n",
      "test_metric:  0.700 0.861\n",
      "第 2 次训练...\n",
      "vali auc = 0.98\n",
      "test auc = 0.9939\n",
      "vali_metric:  0.447 0.654\n",
      "test_metric:  0.678 0.850\n",
      "第 3 次训练...\n",
      "vali auc = 0.9784\n",
      "test auc = 0.9936\n",
      "vali_metric:  0.396 0.590\n",
      "test_metric:  0.662 0.842\n",
      "第 4 次训练...\n",
      "vali auc = 0.9761\n",
      "test auc = 0.993\n",
      "vali_metric:  0.407 0.583\n",
      "test_metric:  0.653 0.833\n",
      "第 5 次训练...\n",
      "vali auc = 0.9811\n",
      "test auc = 0.9932\n",
      "vali_metric:  0.407 0.592\n",
      "test_metric:  0.635 0.824\n",
      "5折泛化，验证集AUC：0.979\n",
      "5折泛化，预测集AUC：0.994\n",
      "5折泛化，验证集recall：0.419\n",
      "5折泛化，验证集precision：0.419\n",
      "5折泛化，预测集recall：0.666\n",
      "5折泛化，预测集precision：0.666\n",
      "================开始输出名单==================\n",
      "================输出名单名单==================\n",
      "                                                  id        概率    高精确\n",
      "0  cb3dff566c2e804ee5842a50d1641f934e2a3b5f630c4d...  0.000410  False\n",
      "1  d59c75a60aaf0ad51d05624de6a78c32ab87e07a0847bc...  0.000523  False\n",
      "2  e73af2a7c4d2991c898010c2c8fd00b3d81d3f8f6a7fca...  0.004670  False\n",
      "3  aebb59c3288fea434e60c94d732abff99ac8e1f2c503fa...  0.003348  False\n",
      "4  5d2d91c0023379976e97fbce2f30217fff35690c681305...  0.000559  False\n"
     ]
    }
   ],
   "source": [
    "clf = skdata.train_5_cross(df_pre,X, y, X_test_v1, y_test_v1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Accuracy: 0.99\n"
     ]
    }
   ],
   "source": [
    "prob = clf.predict_proba(X)[:, 1]  #获取概率\n",
    "plt_data.auc_plot(y,prob)  #查看auc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt_data.metrics_plot(y, prob, thres=0.45)  #查看混淆矩阵"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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0WtB+d1V9u9ueAPYGSPIk4ApgfVU9OvUkQ0QlSdKoaVVcXZVkvy4w9FXApm7/5fRmt3wkKEmSdgitiqtzgauAu4BPVdUtSV4KHAUcn2S8W6clSZI00gwRlSRJWiBDRCVJkraRViGiG4HfAZ4G3FlVp3TH/xpYBvwQWFdVP5qpP0NEtT0ZAipJaqVViOhzgPd102O7JVkDvBY4vwsR3Qy8ZGsHK0mSNOxahYheDjw/yQp6hdY3prwhuAq4b2sHK0mSNOwWVVxV1cYkm4CxqjonyXOBFwNvBL4IfG+ybZKDgJVVdcfUfpKsB9YDLFu+ajFDkSRJGiqtFrSfDbyhqs6l98HmEwCS7AFcCJw43UmGiEqSpFHTqrhaCezThYi+AKgkOwPXAGdU1b2NriNJkjTUWhVX7wQuAR4C9gCuBk4CDgTO7EJE1zW6liRJ0tAyRFSSJGmBtkmIaJI9krwoyVNb9SlJkrTUzOttwSmBoZcDx9AXDgrsCnwE+ChwfpLDq+r+7tzVwI1VdcBs1zBEVINiQKgkaVua78xVf2Dorjw+HHRf4M1V9Q7gJnprrSadB+zSbMSSJElDbM6Zq2kCQ4+enJWiCwedzLBKciiwFji3+/1werNbmwcwdkmSpKEzZ3E1NTB0cv/UcNAkofeI8AHg0S6K4SzgKOBvp+vbEFFJkjRqFrWgfbpw0OrZANwNvAI4Hbioqh6cqR9DRCVJ0qhZcHE1XThokrckOb5rsgJ4EDgC2JBkHNg/yWVthixJkjS8FjNzNV046CXAcUluo/cW4c1VdWhVjXWL4O+qqpObjVqSJGlIGSIqSZK0QNskRHSGC++a5NeTPHuQ15EkSRoWrUJE/x34WvcDcCrwJeB64GPAeUmOrarPz3QNQ0TVksGhkqTtpWWI6NWTa6yq6h7g54E/rqq3A+8BDm4+ekmSpCHTJEQUeCHw8iSHAfcAp3SzVJ9PcgC9rCsXtEuSpJE358xVVW0ETgOu6GalJr8Z2B8i+hngiKpaC+wEvKyvi9/srvP91oOXJEkaNq1CRO+uqm932xPA3pNtq+pc4L30Ihym9rM+yUSSiS2PPLSYoUiSJA2VJiGiwFVJ9kuyDHgVsCnJuiRndccng0Ufw4R2SZI0aub1tuAU/SGiZwIX0/tQ8/uBAB+uqlu6IuzqLlj0W8Dr2wxZkiRpeBkiKkmStEDbLURUkiRpR9MkRLSqfpRkNfDBqjqkO+dZwKeBr3Td9Ec4PI4hoqPLQE9J0o6kSYhokpXAld2xSS8A3tEXLDpjYSVJkjQq5iyuuhDRC4Bjk4wD11TVx7rDkyGiW+h9BufhvlNfCJyc5B+T/Lemo5YkSRpScz4WrKqNSTYBY1V1zuT+KSGik/v6T70B+EPgEeCWJPtW1d2tBi5JkjSMWoWITueTVfX9qtoCfJa+YNG+fgwRlSRJI6VViOh0bkryjCRPBo4EPje1gSGikiRp1Cxm5qo/RHQ8yboZ2r0N+DhwB/Dfq+rLixyjJEnSkmGIqCRJ0gIZIipJkrSNLObbggNhiOjoMDRUkrQjm9fMVZLdk9zarbF6XZIbktyc5Npugftku9VJPjvl99sHMXBJkqRh1CShva/decAuADOktkuSJI20OR8LdgntJwArkhzMY78ROJnQTpLD6X1rcHN3bDK1/UOtBy1JkjSsmiS0d48GzwKOAv62O+/hrt2MfSdZD6wHWLZ81eLvQpIkaUi0Smg/Hbioqh5cSD+GiEqSpFHTKqH9CGBD92Hn/ZNc1m6IkiRJS8diohj6E9rPBC6uqkMnDyYZr6qTF9rpPs/anQlf4ZckSUucCe2SJEkLNFtCuyGiasbwUEmS5llcJdkduJbeGq3LgWOAZfSiF9ZV1Y+6dquBG6vqgCT/O70oBoAVwKer6pTG45ckSRoqAwsRraqLq2qsO+d24NJWg5YkSRpWgwwRnTz/WcDqqnJBlSRJGnkDCxHtswG4eLq+DRGVJEmjZqAhokmeABwGjE/XjyGikiRp1Aw6RPQQegvZhyPvQZIkacAGHSL6YuC2rR+mJEnS0mCIqCRJ0gIZIqqBMjxUkqSfWtSCdugFiya5Ncl4kqOSrE5ye9/xZyX5l+74eBJfB5QkSSNva2auJoNF35pkJXA1vYDRSS8A3lFV08YwSJIkjaLFRjG8CbgAOLZ7Q3A5vU/dPNzX7IXAyUn+Mcl/29qBSpIkLQWLKq6qaiNwGnBF94mbe6vqoSnNbgDGgF8BDkqy79R+kqxPMpFkYssjU0+XJElaeha95moePllV36+qLcBngb2nNjBEVJIkjZpBFlc3JXlGkicDRwKfG+C1JEmShsIgoxjeBnwc+BHw36vqywO8liRJ0lAwRFSSJGmBZgsRHeRjQUmSpB3OvB4LJtkduJZeMXY5cAywDPghsK6qftS1Ww3cWFUHdL+/B3ge8NGqevts1zChfekyoV2SpJ+a78zVZGDoGL2g0POr6khgM/CSvnbnAbsAJPktYFlVHQTsleRxbwtKkiSNmjlnrrrA0BOAFUkOBo6uqvu7w6uA+7p2h9ObydrcHRsDPtBt3wwcDPxTs5FLkiQNoTlnrqYJDL0fIMlBwMqquiPJzsBZwOl9p+4KfLPb/h6wemrfhohKkqRRs9jP3+wBXAic2O06Hbioqh7sa/YDukeEwFOmu5YhopIkadQsuLjqZqmuAc6oqnu73UcAG7rvDO6f5DLgTnqPAqG3ZuvrWz1aSZKkIbeYENGTgAOBM5OcCVxcVYdOHkwyXlUnJ1kO3J7kmcBL6X3IWZIkaaQNNEQ0yUrgRcBtVbV5traGiEqSpKVithDRZp+/6dZh/TLw2ar6DkBVPcBP3xiUJEkaeU1CROm9GfgR4KPA+UkO73ur8CLghqq6brZrGCK6NBkgKknSY7UKEd0XeHNVvQO4id6aLJIcAjx9rsJKkiRpVDQJEa2qO7q2hwJrgXOT7ARcClyf5JVV9aGB3IEkSdIQaRIi2v0eeo8IHwAeBY4HvgC8G1ib5NSpfRsiKkmSRk2rEFGqZwNwN/AK4ADgku4twfcCh03txxBRSZI0apqEiCZ5S5LjuyYrgAeBrwB7dfvWAPdO7UuSJGnULGbmqj9EdDzJOuAS4Lgkt9F7i/Bm4D3AYd2+/wKc12jMkiRJQ2ugIaILYYioJElaKmYLEV3UmitJkiRNb9EJ7VOCRTcCnwQ+WFWHdMf3ohfF8B+Av6mqP5ytP0NEh5+BoZIkzW1rZq76g0XHgSvpBYxO+l3gD6pqf+DFSVZtxbUkSZKWhMVGMbwJuAA4Nsk4sJxextXDfc2+C+ybZDXwJHpvEEqSJI20RT0WrKqNSTYBY1V1zuT+Xo7oT9wIvBF4NnAr8OOp/SRZD6wHWLbciS1JkrT0DXJB++nA66vqTGAX4EVTGxgiKkmSRs0gi6ufA56T5Gfo5WINR+aDJEnSAA2yuDqb3kL3+4Fv0Hs0KEmSNNIMEZUkSVogQ0QlSZK2kXm9LTglMPRy4Bh63xD8Ib0Ihn8Hvtb9AJxaVfckeTK9LKz957qGIaLDyeBQSZIWZr4zV/2BobsC51fVkcBm4CXAvsDVVTXW/dyTZBnwAWDFAMYtSZI0lOacueoCQ08AViQ5GDi6qu7vDq8C7gNeCLw8yWHAPcAp9N4OXA+8fxADlyRJGkZzzlxV1UbgNOCKblbqfoAkBwErq+oO4DPAEVW1FtgJeFlVbamqbw1w7JIkSUNnUQntSfYALgRe3e26u6r+rdueAPaeZz8mtEuSpJGy4LcFk+wMXAOcUVX3druvSrJft87qVcCm+fRlQrskSRo1i4liOIle4vqZScaTrAPOBa4C7gI+VVW3NByjJEnSkmGIqCRJ0gIZIipJkrSNLGpB+yAYIjp8DBCVJGnh5jVzlWT3JLd2a6yOSrI6ye19x3dKcl2STyQ5ccq51yWZM6FdkiRpFCwmoX0cuJJeUvukU4E7q+pXgdck2Q0gyWuBr1bVXc1GLEmSNMTmLK66hPYLgGOTjAPL6X1P8OG+ZmP0PnUDcBuwpsvC+hPggS65XZIkaeTNueaqqjYm2QSMVdU5k/uT9DfbFfhmt/09YDXwX+nlYf0F8M4ku1XVh/tPMkRUkiSNmlZvC/4A2KXbfkrX7wHAn1fVZnqzWmNTTzJEVJIkjZpWxdWdwMHd9n7A14GvAHt1+9YA9z7+NEmSpNHSKorhSuD6JIcAzwM+Ta/AuizJmcAjwG/N1sE+z9qdCV/9lyRJS9y8iquqGqf3lmD/vrG+7XuTvIje7NUfVNUW4FvAy1oNVJIkaSloGSL6r8ADwE6LOdkQ0eFigKgkSYuzmBDR1yW5IcnNSa5NsnOSlcBHgLXAx5OsSvLEJP/cnTOeZJ+B3okkSdIQWEyI6K7A+VV1JLAZeAmwL/DmqnoHcBNwYLfv6qoa637uaT56SZKkITPnY8EuRPQEYEWSg4Gjq+r+7vAq4L6quqNreyi92atzgWOBl3cBovcAp1TVjwdwD5IkSUNjzpmrqtoInAZc0c1A3Q+Q5CBgZV9hFXrJ7Q8AjwKfAY6oqrX01mE9bnF7kvVJJpJMbHnkoVb3JEmStN0sKueq+7TNhcBPPtJcPRuAu4FXAHdX1be7wxPA3lP7MURUkiSNmgUXV0l2pvdZmzOq6t5u31uSHN81WQE8CFyVZL8ky4BXAZsajVmSJGloLSaK4SR6C9bP7AJCLwYuAT6Q5GTgc8DN9L41+H4gwIer6pbZOjVEVJIkjYJU1fYeAwBr1qypiYmJ7T0MSZKkOSW5s6rWTHesWYhotw7rl4HPVtV3Fnq+IaLDwwBRSZIWb17FVZLdgWvprdG6HDgGWAb8kN4bgrvSCxH9KHB+ksOBHwF/3d+uqn7U+gYkSZKGySBDRF87TTtJkqSRNrAQ0aq6qa+bVcB9TUcuSZI0hOYsrqpqY5JNwFhVnTO5fx4hotO265dkPbAeYNnyVVt3J5IkSUNgkCGi07brZ4ioJEkaNQMLEZ2unSRJ0qhbzMxVf4joeJJ19EJEj0tyG723A2+eoZ0kSdJIM0RUkiRpgbZJiOjWMkR0eBgiKknS4jUJEZ0MB01yEXBDVV3XnWOIqCRJ2qG0ChElySHA06vquu4cQ0QlSdIOp0mIaJKdgEuB65O8sqo+VFUX9XVjiKgkSdohzDlzVVUbgdOAK6pqbLKwmhIOejzwBeDdwNokp06eP1eIaJKJJBNbHnmozR1JkiRtR61CRA8ALqmqzcB7gcNmaPcYhohKkqRR0yREFPgKsFe3vQa41xBRSZK0I2oVIvoe4LAuRPS/AOfN0E6SJGmkGSIqSZK0QLOFiC5qzZUkSZKm1zpEdDVwY1UdkOSJwNe6H4BTq+qema5hQvv2YRq7JEltNQsR7ZwH7NJt7wtc3cU3jM1WWEmSJI2KJiGiXbvD6c1kbe6OvRB4eZLDgHuAU6rqx43HL0mSNFSahIh2sQtnAaf3nfoZ4IiqWgvsBLxsat+GiEqSpFHTKkT0dOCiqnqwr9ndVfXtbnsC2HtqP4aISpKkUdMqRPQIYEOScWD/JJcBVyXZL8ky4FXApkZjliRJGlrzeltwiv5w0DOBi6vq0MmDScar6uQkzwfeDwT4cFXd0mTEkiRJQ8wQUUmSpAXaJiGiSfZI8qIkT23VpyRJ0lLTJESUXvbVR4CPAud3sQyv6Y4BrAA+XVWnzHQNQ0S3D0NEJUlqq1WI6L7Am6vqHcBNwIFVdfFkgChwO3Bp68FLkiQNmyYholV1R9f2UGAtcG7f+c8CVleVC6okSdLIm7O4qqqNSTYBY1V1zuT+/hDR7vfQewz4APBoXxcbgIun6zvJemA9wLLlqxZ5C5IkScOjVYgo1bMBuBt4RdfuCcBhwPh0/RgiKkmSRk2TENEkb0lyfNdkBTCZ1H4IvYXsw5H3IEmSNGCLmbnqDxEdT7IOuAQ4Lslt9N4ivLlr+2LgtiYjlSRJWgIMEZUkSVqgbRIiKkmSpEYholX1o67dauDGqjqg79zH7ZuOIaLbngGikiS11ypEdNJ5wC5Tzp1unyRJ0khqEiLatTuc3kzW5r5zH7dPkiRplM05c1VVG4HTgCu6z9ncD48NEe3iGc4CTp88b7p9UyVZn2QiycSWRy0FgzwAACAASURBVB7ayluRJEna/lqFiJ4OXFRVD/Y1m27fYxgiKkmSRk2TEFHgCGBDknFg/ySXzbBPkiRppM3rbcEp+kNEzwQurqpDJw8mGa+qk/tPmG6fJEnSKDJEVJIkaYG2W4hokj2SvCjJUwd5HUmSpGExsBDRJCuBjwAfBc5PcnhfhMPjGCK6bRkgKknSYAwyRHRf4M1V9Q7gJnrrtCRJkkbawEJEq+rvuv2HAmuBc5uPXpIkacjMWVxV1cYkm4Cxqjpncv8MIaJHAX/b1ybAOuAB4NHGY5ckSRo6gwwRpXo2AHcDr5imHxPaJUnSSFlwztUsIaKHJ9nATwND/wn4dlX9FbACeFxSe1VdAlwC8KRn7D0cmRCSJElbYWAhot3bgh9IcjLwOeDmJiOWJEkaYoaISpIkLdB2CxGVJEna0QwyRHR34K+nazcdQ0S3DcNDJUkarEGGiL52lnaSJEkjaZAhohf1dfOTdpIkSaNsoCGiU9s1HbkkSdIQWkwUQ3+I6Ku7XT8JEe2Fss/Ybmo/64H1AMuWr1rMUCRJkobKgt8WnCVEdEOScboQ0RnaPUZVXVJVa6pqzbIn7764O5AkSRoii4li6A8RHU+yrqoOraqxbsH7XVV18nTt2g1bkiRpOBkiKkmStECGiEqSJG0ji1rQPgiGiG4bhohKkjRYi565SrJ7klu79VRHJVmd5PZp2j0/yce2bpiSJElLw9Y8FuxPbR8HrqSX3v4T6eUynA/stBXXkSRJWjIWVVx1qe0XAMd28QvLgXXAw1OangB8fGsGKEmStJQsas3VLKnt9G3/B+BY4MXdz+MYIipJkkbNIN8WfBe9ANFHZ2pgiKgkSRo1g3xb8NeAvbvZrP2TvL2q3jrA60mSJG13AyuuqurnJ7eTjFtYSZKkHYEJ7ZIkSQs0W0K7IaI7EANEJUkavHktaJ8SGPq6JDckuTnJtUl27to8JkQ0yV5J/t8kdyU5a1A3IEmSNEzm+7Zgf2DorsD5VXUksBl4SZKVPD5E9HeBP6iq/YEXJzFrQZIkjbw5Hwt2gaEnACuSHAwcXVX3d4dXAfcBW+iFiH6o79TvAvsm+QrwJODBlgOXJEkaRnMWV7MEhh4ErKyqO/r29Z96I/BG4NnArcCPp/ZtiKgkSRo1i/38zR7AhcCJszQ7HXh9VZ0J7AK8aGoDQ0QlSdKoWXBx1S1gv4Ze+vq9szT9OeA5SX4GOBAYjswHSZKkAVrMzNVJ9IqlM7u3B9fN0O5sYBy4H/gGvUeDkiRJI80QUUmSpAUyRFSAIaKSJG0Li1rQDo8LFj1qmhDRA5PckuQTSX6vzXAlSZKG26KLKx4bLDrO40NEL6SXj3Uw8OokP7cV15IkSVoSFhvF8CbgAuDYJOPAcnohog/3Ndujqr5RvUVd3+3aSJIkjbRFrbmaJVi0v9knkvwu8D1gT+Duqf0YIipJkkbN1jwWnMspwJfofWPwj2qa1xINEZUkSaNmYMVVVW0Bvtz9+r5BXUeSJGmYDHLmCuDtwFumm7WSJEkaRYaISpIkLdBsIaKDnrmSJEnaoczrbcEkuwPX0ivGLgeOAZYBP6QXwfDvwNe6H4BT6S1mfy+wsrvOq6vqgZmuYUL7YJjKLknStjXfmav+wNBdgfOr6khgM/ASYF/g6qoa637uAV4K3Ni1uwk4rvnoJUmShsycM1ddYOgJwIokBwNHV9X93eFVwH3AC4GXJzkMuAc4pao+3NfNKsAFVZIkaeTNOXNVVRuB04Arulmp+wGSHASsrKo7gM8AR1TVWmAn4GWT5yfZCzgc+JupfSdZn2QiycSWRx5qckOSJEnb02I/f7MHvW8Hntjturuqvt1tTwB7d+2eBFwBrK+qR6f2Y4ioJEkaNQsurpLsDFwDnFFV93a7r0qyX5JlwKuATd3+y+nNePlIUJIk7RAWM3N1EnAgcGaS8STrgHOBq4C7gE9V1S1JXgocBRzftXtTs1FLkiQNKUNEJUmSFsgQUUmSpG1kXiGi8zUlbHRjVV2b5CLghqq6brZzDRFtx+BQSZK2n6bFFT8NG30rQJJDgKfPVVhJkiSNimaPBbsF6xcAx3YL2FcBlwJfT/LKVteRJEkaZs2Kq6lho8ArgC8A7wbWJjl16jmGiEqSpFEzyAXtBwCXVNVmeh9wPmxqA0NEJUnSqBlkcfUVYK9uew1w7yxtJUmSRkLrBe393gP8ZZJj6H1v8DUDvJYkSdJQMERUkiRpgQwRlSRJ2kYW/VhwamAo8Engg1V1SHf8bcCvdc2fDlxZVe+cqT9DRLee4aGSJG1/W7Pm6ieBoUlWAlcDu04erKqzJ7eTfBD4q624liRJ0pKwqMeCUwNDgeXAOuDhadr+CvAvVfXNrRinJEnSkrComauq2phkEzBWVedM7k8yXfM3AWdPdyDJemA9wLLlqxYzFEmSpKEy0AXtSVYAT6uqr0533BBRSZI0agb9tuArgesHfA1JkqShMeji6sXAbQO+hiRJ0tAwRFSSJGmBDBGVJEnaRlqFiN5E7xEgwArg08C7gD+jF9PwD1X1e7P1Z4jo1jNEVJKk7W9rZq4mQ0THquqd3b9jwO3ApcAfAX/YJbY/O8nYVo9WkiRpyC1q5qoLET0BWJHkYODoqro/ybOA1VU1keTngX/sTrkPMGtBkiSNvKYhosAG4OJu+4PA2UnuAF4CnLE1A5UkSVoKmi1oT/IE4DBgHKCq3g7cAJxM76PNP5jmnPVJJpJMbHnkoVZDkSRJ2m5avi14CPDpemy2w13AzwLnT3eCCe2SJGnUtCyupgsM/X3g/Kp6pOF1JEmShpYhopIkSQtkiKgkSdI20ipEdGNVXZtkNXBjVR2QZCXwPuBpwJ1Vdcps/RkiunUMEJUkaTi0ChG9ttt3HrBLt30c8L5uymy3JNNOnUmSJI2SZiGiwD7AD4HNXbPvAs9PsgJ4DvCNrR+uJEnScFvUzFVVbQROA67oPnnzEHAWcHpfs78Hngu8Efgi8L2tGqkkSdIS0GpB++nARVX1YN++s4E3VNW5wJfozXQ9hiGikiRp1LQqro4ANiQZB/ZPchmwEtgnyTLgBcDjMh8MEZUkSaNm0W8L9quqQye3k4xX1clJ1gKX03s0+Cng6hbXkiRJGmaGiEqSJC2QIaKSJEnbSJPHgi0YIrp1DBGVJGk4zGvmKsnuSW5NMp7kqCSrk9zed3ynJNcl+USSE/v2/2KSDw1i4JIkScNovo8Ff5LGDowDVwK79h0/ld4nbn4VeE2S3ZL8R+CPAV8DlCRJO4w5i6sujf0C4NguamE5sA54uK/ZGPCBbvs2YA3wfeDVDccqSZI09OZcc1VVG5NsAsaq6pzJ/Un6m+0KfLPb/h6wuqo+Pk27x0iyHlgPsGz5qgUOXZIkafi0elvwB/z0g81PmW+/hohKkqRR06q4uhM4uNveD/h6o34lSZKWlFZRDFcC1yc5BHge8OlG/UqSJC0pzRLakzyT3uzVTVW14K8wm9AuSZKWitkS2gf6+ZskuwIvBL5cVf8yW9snPWPvesbr/nRgYxlFBodKkrR9DOTzN1OCRY9O8s/d9niSfZLsBFwPHARcl+SXFnstSZKkpWJr1lxNBou+NcmBwNVV9ZbJg10x9cdV9ZEkD9J7ZPj5rRuuJEnScFtUcdUFi54ArEhyMPBx4OVJDgPuAU6pqs8Dn09yAHAUcHKjMUuSJA2tRT0WrKqNwGnAFd0nca4HjqiqtcBOwMv6mv9md53vT+0nyfokE0kmtjyy4DXwkiRJQ6dVztXdVfXtbnsC2HvyQFWdC7wXOGnqSYaISpKkUdOquLoqyX5JlgGvAjYlWZfkrO74CuDBRteSJEkaWq1CRM8F3g8E+HBV3ZJkZ+DqJLcB3wJe3+hakiRJQ2ugOVcLYYioJElaKmbLuWo1c7XV7vnmQ+x5+ke39zCWDANEJUkaTvMqrpLsDlxLb43W5cAxwDLgh8A6YFfgfcDTgDur6pTunL/ub1dVP2p+B5IkSUNkvgvaJwNDx+gVUudX1ZHAZuAlwHHA+7rpsd2SrAFeO007SZKkkTbnzNU0gaFHV9X93eFVwH3AbsDzk6wAngN8o6r6F1BNtpMkSRppcxZXVbUxySZgrKrOmdyf5CBgZVXdkeTbwG8AbwS+CHxvunZT+06yHlgPsGz5qq28FUmSpO1vUTlXSfYALgRO7HadDbyhCwz9Er2ZrunaPYYhopIkadQsuLjq8quuAc6oqnu73SuBfboQ0RcANUM7SZKkkbaYmauTgAOBM5OMJ1kHvBO4BHgI2AO4eoZ2kiRJI80QUUmSpAWaLUS01bcFJUmSRKMQ0clw0CQXATdU1XV95z5u33RMaJ8fk9klSRpurUJESXII8PQphdXj9kmSJI2yOYurLkT0AuDYJOPANVX1se7wKuC+JDsBlwJfT/LK7rzH7ZMkSRp1rUJETwK+ALwbODXJzwKPTN1XVRf2922IqCRJGjWtQkQPAC6pqs3Ae4HDZtj3GIaISpKkUTOvBe39ZggH/QqwV7e9Bri3+5m6T5IkaaQtuLjiseGgZwIXA+8B/jLJMcBOwGuAh6fZJ0mSNNIMEZUkSVqgbRIimmSPJC9K8tRWfUqSJC01TUJE6WVffQT4KHB+ksOr6v4kq4EPVtUhc13DENG5GSAqSdLwaxUiui/w5qp6B3ATcGCSlcCVXXtJkqQdwpwzV12I6AnAiiQHA0dX1f3d4VXAfVV1R9f2UGAtcG53fB3woeajliRJGlJNQkS730OvmHoAeLSq/me3f8a+DRGVJEmjplWIKNWzAbgbeMV8+jFEVJIkjZoFF1fThYgmeUuS47smK4AH2w1RkiRp6VjMzFV/iOh4knXAJcBxSW6j9xbhzQ3HKEmStGQYIipJkrRA2yREVJIkSY1CRKvqR1271cCNVXVA37kXATdU1XWzXcMQ0dkZICpJ0tLQKkR00nnALpO/JDkEePpchZUkSdKoaBIi2rU7nN5M1ubu952AS4Hrk7yyqgwTlSRJI2/Omauq2gicBlxRVWOThVV/iGgXz3AWcHrfqccDXwDeDaxNcmrz0UuSJA2ZViGipwMXVVV/vtUBwCVVtRl4L3DYNP2sTzKRZGLLIw8tZiiSJElDpUmIKHAEsCHJOLB/ksuArwB7dcfXAPdO7cuEdkmSNGrm9bbgFP0homcCF1fVoZMHk4xX1clJdgP+MskxwE7Aa5qMWJIkaYgZIipJkrRAhohKkiRtI4t5LAg8Llh0I/A7wNOAO6vqlCRPBL7W/QCcWlX3zNSfIaLTMzxUkqSlZWtmrvqDRZ8DvK+bHtstyRpgX+DqLr5hbLbCSpIkaVQsNorhTcAFwLHdG4IPAc9PsoJeofUN4IXAy5P8Q5L3dDNZkiRJI21RxdXUYFFgHHgu8Ebgi8D3gM8AR1TVWnpvC76swXglSZKGWqvZpLOBN1TVw0neTO9zOVdW1b91xyeAvaeelGQ9sB5g2fJVjYYiSZK0/bR6W3AlsE+SZcALgAKuSrJft+9VwKapJxkiKkmSRk2rmat3ApfTezT4KeDq7t/3AwE+XFW3NLqWJEnS0DJEVJIkaYEMEZUkSdpGWoWIXg4cAywDfgisA54F/BmwHPiHqvq92fozRHR6hohKkrS0tAoR3RU4v6qOBDYDLwH+CPjDqjoEeHaSsa0cqyRJ0tBb1MxVFyJ6ArAiycHA0VV1f3d4FXAf8PPAP3b77gN8HVCSJI28RRVXVbUxySZgrKrOmdyf5CBgZVXdkeSDwNlJ7qA3k3VGiwFLkiQNs2afpEmyB3Ah8GqAqnp7N6v1+/QCRX8wzTmGiEqSpJHS5G3BJDsD1wBnVNW9fYfuAn4WOH+68wwRlSRJo6ZVFMNJwIHAmUnGk6zr9v8+vYXujzS6jiRJ0lAzRFSSJGmBDBGVJEnaRpotaJ9Ot8j9l4HPVtV3ZmtriOjjGSAqSdLSM6+ZqyS7J7m1W0/1uiQ3JLk5ybXdYvbJdhcl+c1ueyXwEWAt8PEkvg4oSZJG3nwfC86Vxk6SQ4CnV9V13Tn7Am+uqncAN9Fb8C5JkjTS5nwsOJ809iQ7AZcC1yd5ZVV9qKr+rjv/UHqzV+cO5A4kSZKGyJwzV1W1ETgNuKKqxiYLq/40duB44AvAu4G1SU7t2oTeR5wfAB6d2neS9UkmkkxseeShVvckSZK03SzqbcG+NPYTu10HAJdU1WbgvcBhANWzAbgbeMXUfgwRlSRJo2bBxdUMaexfAfbqttcA9yZ5S5Lju30rgAe3drCSJEnDbjFRDP1p7GcCFwPvAf4yyTHATsBrgEeADyQ5GfgccHObIUuSJA0vE9olSZIWaLaE9kGHiD4D+CXg01X1/dnaGiL6WAaISpK0NC0mRPSoJKuT3D5Nu+uS7N9t/zzwfwO/Cvxdf9ioJEnSqJrvzNVkiOhbu+T1q+mFif5EktcCX62qu7pd+wInVNVXk+wD/Bzw5UbjliRJGkpzzlx1IaIXAMcmGQeW08uuerivzR7AnwAPJJmMYfggvbcGfwNYSe+NQkmSpJE258xVVW1MsgkYq6pzJvf38kF/4r/Si2f4C+CdSXarqg8DTwH+M3Av8LiV80nWA+sBli3304OSJGnpW1SI6DQOAP68CxH9ADAGUFUPVtXr6MUz/MrUkwwRlSRJo6ZVcTVdiOjF3XcFwRBRSZK0g2gVxfBu4LIuVPQR4LeApwJXJSng5qpyMbskSRp5hohKkiQt0HYLEV0IQ0R/ygBRSZKWrlZrroDHh412+1Yn+WzL60iSJA2r1jNXPwkb7dt3HrBL4+tIkiQNpWbFVRc2egKwIsnBwNHAPsAPgc2triNJkjTMmj0WrKqNwGnAFVU1BjwEnAWcPtM5SdYnmUgyseWRh1oNRZIkabtpuuZqitOBi6pqxnwrQ0QlSdKoGWRxdQSwofse4f5JLhvgtSRJkobCwKIYqmoynZ0k41V18qCuJUmSNCwMEZUkSVqg2UJEB/lYUJIkaYfT9LFgkt2Ba+kVbR+it+5qOfAPVfV7s51rQnuP6eySJC1trWeuJkNEx4CD+P/Zu9dozar6zvffn7vBkJK6nZQVRI2SxtOxBRUrSI1QZOMBxPuVLqKAzaUL0wSbaHOEUTEQxNgarZGSRBLUADEEA2SgIhJoL5UiRjAb5ZJ4OUFDtU2sURigEOqcoJX/ebHW1sfNvj57bXj2U9/PGDVq7bnmmms+7+aYc67fhHdX1Trg6UlGO36XJEnSwFnIENFVwFfb2zsAsxYkSdLQW8gQ0SuB85K8CjgW+PzEZwwRlSRJw2bBNrRX1YXADcBpwOVV9fAkdQwRlSRJQ2XBcq5atwPPBH5tgd8jSZI0EBY6iuFsYFNV7Vrg90iSJA0EQ0QlSZLmyBBRSZKkx8ms9lxNCAe9FDgeGAEeAdYD/wZ8p/0HcCbwz8Af0UQy/C/g1Kr64VTvMES0YYioJEmL22xnrnrDQZfQ7KM6BthOE7NwMHBlVY22/+4C3gn8ZfvM94A3d915SZKkQTPjzNUk4aDHVdV97e1VNAGhhwGvTHIkcBdwOvAc4KNtPUNEJUnSHmHGwVVVbU5yBzBaVeePlydZC6yoqluS7AaOqqrvJflT4OXAXwLnJLkSOLUt+ylJNgAbAEaWruri90iSJD2h+sq5SrISuAh4Q1t0Z1X9a3s9BhxYVR9M8g/Af6VZUrxnYjtVdQlwCcCT9ztwMD5blCRJmoc5fy2YZG/gauDcqtrWFn88yfOTjACvBe5oy28Hngf8dhedlSRJGnT9RDGcChwCbEyyJcl64ALg4zSDqS9X1efaum8Brq+qf+6kt5IkSQPOEFFJkqQ5MkRUkiTpcdJViOj+wB8AS4GvVNU7ep79MHBDVV033TsMEW0YIipJ0uLWVYjo+4B3V9U64OlJRgGSrAN+fqaBlSRJ0rDoKkT0OcBX27IdwLIkewEfAT6b5DVV9anOey9JkjRgZpy5qqrNwFnAZe3RNvfBT4eIAtcA5yV5Fc1M1ueBk4CvA+8HDk1y5gL9BkmSpIHR14b2nhDRUwCq6kLgBuA04PKqehh4IXBJVW0H/gw4cpJ2NiQZSzK2e9fOPn+CJEnS4OgqRBSajKtnApvav+8GDmiv1wC9dYEmob2q1lTVmpGf9ehBSZK0+HUVIgpwNs1G913t3x8DjkyyleYInA/Mu7eSJEkDzhBRSZKkOTJEVJIk6XEyqxDR2ZoQNvqHwAeB77S3z6yqu6Z61hDRhiGikiQtbl3PXPWGjX4buLKNbxidbmAlSZI0LDqbuZokbPSLwCuTHAncBZxeVT/q6n2SJEmDqLOZq4lho8BngaOq6lBgL+DlXb1LkiRpUHW652qCO6vqX9vrMeDAiRWSbAA2AIwsXbWAXZEkSXp8LOTXgh9P8vwkI8BrgTsmVjBEVJIkDZuFnLm6APhzIMCnq+pzC/guSZKkgWCIqCRJ0hwZIipJkvQ46XtZcEJg6KXA8cAI8AiwHlgCXAE8Fbitqk6frj1DRA0QlSRpGMxn5qo3MHQJzaHNxwDbgWOBE4Er2imzfZNMOnUmSZI0TPqauZokMPS4qrqvvb0K2AHsCzwvyXLgGcB3O+ivJEnSQOtrcFVVm5PcAYxW1fnj5UnWAiuq6pYk3wNeAbwN+AZwfwf9lSRJGmidbWhPshK4CDilLToPeGtVXQB8k2ama+IzG5KMJRnbvWtnV12RJEl6wnQyuEqyN3A1cG5VbWuLVwAHtSGiLwYek/lgiKgkSRo2Xc1cnQocAmxMsiXJeuC9wCXATmAlcGVH75IkSRpYhohKkiTNkSGikiRJj5POzhZsN7S/CPhaVX1/qrKp7OkhogaISpI0HGY1c5VkWZIvtPup3pLkhiQ3Jbk2yd5JVgCfAQ4Fvphk1WRlC/czJEmSBsNslwVnSmM/GHh7Vb0HuJFmc/tkZZIkSUNtxmXB2aSxV9Utbd0jaGaqLqiqhyaWLUD/JUmSBsqMg6vZpLG3f4fmwOYHgB9OVdYryQZgA8DIUlcNJUnS4tfX14KTpLFTjTOAO4FXT1XWyxBRSZI0bOY8uJosjT3JO5Oc1FZZDjw4WVkXHZYkSRpk/cxcTZbGfglwYpKtwAhw0xRlkiRJQ82EdkmSpDmaLqG9sxDR+dqTQ0QNEJUkaXjManCVZBlwLc0y4qXA8TRLfY/QfA24D/CJCWX/Bnyn/QdwZlXd1WXnJUmSBk1XIaJvnqTsYODKqhpt/zmwkiRJQ6+rENFP9zyyCtgBHAa8MsmRwF3A6VX1o057L0mSNGBmnLmqqs3AWcBl7QzUffDYENFJyv4OOKqqDgX2Al4+se0kG5KMJRnbvWtnN79IkiTpCdTXhvaeENE3TFN2Z1X9a3s9Bhw4sZ2quoQmsoEn73fgYHy2KEmSNA9dhYg+pgz4eJLnJxkBXgvc0VGfJUmSBlZXIaKTlV0AfBy4HfhyVX2uq05LkiQNKkNEJUmS5mi6ENG+Dm6WJEnS5LoKET21/R+aQ5pvBc4BrgCeCtxWVadP9449KaHdRHZJkoZXJyGiVXXxeFgocDPwEeBE4Ip2ymzfJJNOnUmSJA2TTkJEe+ruD6yuqrEk/yfwvCTLgWcA3+2895IkSQNmxsFVVW1OcgcwWlXnj5dPFiIKnAFc3F7/DfAK4G3AN4D7J7adZAOwAWBk6ao+f4IkSdLg6GtDe09g6Ck9ZU8CjgS2tEXnAW+tqguAb9LMfv2UqrqkqtZU1ZqRn13WT1ckSZIGSichoq11wK31k2yHFcBBbYjoi4HByHyQJElaQF2FiAK8FNjaU++9NEfb7ARWAlfOp6OSJEmLgSGikiRJc2SIqCRJ0uNkViGij4c9JUTUAFFJkobbrGaukixL8oV2j9XrkqxOcnPP/b2SXJfkS0lOacv2T/K/22e2JDFrQZIkDb1+Etq3AJfTJLWPO5PmiJtfAd6YZF+aLwTfM57c3hM8KkmSNLRmHFy1Ce0fAk5IsgVYSnOO4EM91UaBq9rrrcAa4DDgtCRfTfK7U7S9IclYkrHdu3b2/SMkSZIGxYyDq6raDJwFXNbOQG2rqokjoSXAve31/cBq4AaaQdcvA2uTHDxJ24aISpKkodLV14IPA/u0109p2/3bqvpBVe0GvgYc2NG7JEmSBlZXg6vbgMPb6+cD9wA3Jtkvyc8CxwB/39G7JEmSBlZXUQyXA59Nsg54LnAr8DvAF4FHgT+qqm9N18BB+y9jzJgCSZK0yM1qcFVVW/jJgczjZaM919uSHE0ze/Xb7VLgF4H/0FVHJUmSFoO+Z66SLAOupVla3Az8F+CpwP8FnN7WWQ1cU1XrZmrPEFFJkjQM5rPnqjf76hnAFe0ZO/smWZNkBY/Nw5IkSRpqfQ2uJsm+2gk8L8lymoHWd4HdPDYPS5Ikaaj1tSxYVZuT3AGMVtX5SX4BeCnwNuAbwP1V9UOAJFO2k2QDsAFgZKmn40iSpMWvqyiG84C3VtUFwDeBk2fzkCGikiRp2HQ1uFoBHJRkhOZMweqoXUmSpEWlq8HVe4FLaPZerQSu7KhdSZKkRSVVgzHJtGbNmhobG3uiuyFJkjSjJLe1KQmP0dXMlSRJkpjl14ITAkMvBY4HRoBHaOIW9gE+MVNZVT061TsMEZUkScNgtjNXvYGhS4BNVXUMsB04FnjzLMskSZKG2owzV21g6MnA8iSHA8dV1X3t7VXAjqr6dM8jU5Z11GdJkqSBNePgamJg6Hh5krXAiqq6Za5lkiRJw6qvhPYkK4GLgDfMtWxCOya0S5KkoTLnrwWT7A1cDZxbVdvmUjaRCe2SJGnY9BPFcCpwCLAxyZYk6+dQJkmSNNQMEZUkSZojQ0QlSZIeJ31taIeZg0XHA0OTfBi4oaqum649Q0QlSdIwmM/M1UzBoiRZB/z8TAMrSZKkYdFvFMOMwaJJ9gI+Anw2yWuq6lOd9FiSJGmA9TVzVVWb3a+U/QAAIABJREFUgbOAy6pqdHxgNSEw9CTg68D7gUOTnNlRnyVJkgZWZxvaewJDT2mLXghcUlXbgT8DjpzkmQ1JxpKM7d61s6uuSJIkPWE6GVxNERh6N3BAe70GeEyQqCGikiRp2HQ1czVZYOjHgCOTbAX+K/CBjt4lSZI0sAwRlSRJmiNDRCVJkh4nXYWIfgo4ClgKfKWq3pHk14Hx8wSXA7dW1elTtWeIqCRJGgZdhYiuBd5dVeuApycZraqL25iGUeBmmswrSZKkodZViOgq4Kvt7R3Asp66+wOrq8oNVZIkaeh1EiIKXAmcl+RVNEfffL6n+hnAxfPspyRJ0qLQyYb2qroQuAE4Dbi8qh4GSPIkmvDQLZM9Z4ioJEkaNl1+LXg78ExgU0/ZOpqN7JPmPRgiKkmShk2Xg6uzgU1Vtaun7KXA1g7fIUmSNNAMEZUkSZojQ0QlSZIeJ32HiHbNEFFJkjQMZjW4mpDGfilwPDACPAKsr6pHk3wMeC5wfVVdmOTfAd9p/wGcWVV3df0DJEmSBslslwV709iX0GxcPwbYDhyb5PXASFWtBQ5IciBwMHDleEq7AytJkrQnmHHmapI09uOq6r729iqaRPY3AVe1ZTcBhwP7AK9MciRwF3B6Vf2o4/5LkiQNlBlnriamsY8PrJKsBVZU1S00s1n3to/cD6wG/g44qqoOBfYCXj6xbUNEJUnSsOnra8EkK4GLgFPaoodpZqoAntK2e2dVfa8tGwMOnNiOIaKSJGnYzHlwlWRv4Grg3Kra1hbfRrMUCM3+rHuAjyd5fpIR4LXAHfPvriRJ0mDrJ4rhVOAQYGOSjTSHMn8SuDnJ04CXAYcBdwJ/DgT4dFV9rpsuS5IkDa7OEtqTrACOBrZW1fa5Pm9CuyRJWiymS2gfmONvnrzfgbXfW37/ie7GgjJAVJKk4TDd4KqTEFHg35gkMDTJ79B8JfiVqjpjXr9CkiRpEegkRJRJAkOTvIhmk/uhwI4kR3XffUmSpMHSVYjoYUwIDAV+FfjLqqokN9JsdHdTuyRJGmozDq6qanOSO4DRqjp/vLw3RDTJbprA0O8l+VOapcAlwLfb6uPBoj8lyQZgA8DI0lXz/S2SJElPuK5CRCcLDJ0sWPSnGCIqSZKGTVchopMFhk4WLCpJkjTUugoRvYAJgaFJngS8N8lmmk3vx3bUZ0mSpIG1oDlXSfYBXgF8taq+M11dQ0QlSdJiMe+cq1m+ZCXwIuBrVfV9gKr6f4FrunqHJEnSoOt7cDUhWHQzcDZwPbApyUuq6r4kq4FrqmrdTO3dde9OnnXO9f12Z+CZzi5J0p6hr68FW73BovcDb6+q9wA3Aoe0Zw1eThPJIEmStEfoN4rhvwEfAk5IsgX4ept3dQRNIvuXgd00R+M81FFfJUmSBl5fy4KTBYsmCc1g6gHgh+1+K5riyRkiKkmShs18lgV/SjXOAO4EXj3LZwwRlSRJQ6WTwVWSdyY5qf1zOfBgF+1KkiQtNl3NXF0CnJhkKzAC3NRRu5IkSYvKgoaIzoUhopIkabGYLkS0sz1XkiRJ6jChfb4MEZUkScOgq4T2S4HjafZbPQKsr6pHk3wMeC5wfVVd2EF/JUmSBlpXCe1LgE1VdQywHTg2yeuBkapaCxyQ5MB591aSJGnA9TVz1Sa0nwwsT3I4cFxV3dfeXgXsAN4EXNWW3QQcDvzjhHYMEZUkSUOlr5mrqtoMnAVcVlWj4wOrJGuBFVV1C81s1r3tI/cDqydpxxBRSZI0VDrb0J5kJXAR8Ia26GFgn/b6KfhloiRJ2gN0ldC+N3A1cG5VbWuLb6NZCoRmf9Y9XbxLkiRpkHU1c3UqcAiwMclG4GLgk8DNSZ4GvAw4bLoGDtp/GWPGFUiSpEVuQRPak6wAjga2VtX26eqa0C5JkhaL6RLaZzW4minTimbz+hXAU4Hbqur0JL/e3oPmMOdbq+r0qd7x5P0OrP3e8vuz/lGLjSGikiQNjy6Ov5k20wo4Ebiifcm+SdZU1cXtl4SjwM3AR+b5OyRJkgbejHuuZplptS/wvCTLgWcA3+15fn9gdVW55idJkobejIOrqtqc5A5gtKrOHy/vzbRK8j3gFcDbgG/Q5FqNO4Nmg/tjGCIqSZKGTV9RDD2ZVqe0RecBb62qC4Bv0sx0keRJwJHAlsnaMURUkiQNmzkPrqbItFoBHJRkBHgxML5Lfh3NRvaF+yRRkiRpgPQzc9WbabUlyXrgvcAlwE5gJXBlW/elwNYuOipJkrQYLGjO1VyYcyVJkhaLLqIYJEmSNAudHdw8X3fdu5NnnXP9E92NBWGAqCRJe46+B1cTUts/BRwFLAW+UlXvaOt8DHgucH1VXTj/7kqSJA22+SwL9qa2rwXeXVXrgKcnGU3yemCkqtYCByQ5cP7dlSRJGmx9zVxNktq+Cvhqe3sHsAwYBa5qy24CDgf+cT6dlSRJGnR9zVxV1WbgLOCydubqSuC8JK+iOWvw8zRnEN7bPnI/sHpiO0k2JBlLMrZ7185+uiJJkjRQOvlasN1PdQNwGnB5VT0MPAzs01Z5ymTvMqFdkiQNmy6jGG4Hnglsav++jWYpEJr9Wfd0+C5JkqSB1GUUw9nApqra1f79SeDmJE8DXgYcNt3DB+2/jDEjCyRJ0iLX9+CqqrbQcyBzVZ034f5DSUaBo4H3V5WbqiRJ0tAbmONvnrzfgbXfW37/ie7GgjBEVJKk4TLd8TezmrmaEBh6KXA8MAI8AqyvqkcnBoYm+XVgfdvEcuDWqjp9fj9FkiRpsM12Q3tvYOgSmr1VxwDbgWMnCwytqourarR95mbgI913X5IkabDMOHM1SWDocVV1X3t7FU1o6JuYIjA0yf7A6qoa67jvkiRJA2fGmauJgaHjA6ska4EVVXUL0weGngFcPFnbhohKkqRh01fOVZKVwEXAKW3RpIGhSZ4EHEnPV4W9DBGVJEnDZs6DqyR7A1cD51bVtrZ4qsDQdTQb2Qfjk0RJkqQF1k/O1anAIcDGJBtplvymCgx9KbB1No0aIipJkoZBZzlXSVbQBIZurartc31+zZo1NTbmnndJkjT4psu5MkR0gRkgKknS8JlucDWrPVdJliX5QpItSd6S5IYkNyW5tt2DRZLVSW7ueeaQJJ9L8qUk7+jmp0iSJA22rkJEVwCXt/fGXUSTj3U48IYkz+6s15IkSQOqqxDR3TRH3Xyq59GVVfXdto1/AZZ22XFJkqRBNOPgqqo2J7kDGK2q88fLJ4SIjpf1PvqlJL9BEyr6LODOiW0n2QBsABhZuqq/XyBJkjRAugoRnczpwDeB3wDeN1nWlSGikiRp2HQVIvoYVbUb+Fb75xX9dU+SJGlx6SREtKr+Yoq6FwLvnE1CuyGikiRpGAxMzpUhopIkabGYLueqn5mrBXHXvTt51jnXP9Hd6JwhopIk7Vn6HlwlWQZcS7Nv61LgeGAEeIQmluHfgO+0/wDOrKq75tVbSZKkAdfX14KtaYNFgYOBK6tqtP3nwEqSJA29vmauZhksehjwyiRHAncBp1fVjzrosyRJ0sDqa+aqqjYDZwGXtbNS98FjgkX/Djiqqg4F9gJePrGdJBuSjCUZ271rZ98/QpIkaVDMZ1nwp0wSLHpnVX2vvR4DDpz4jCGikiRp2HQyuJoiWPTjSZ6fZAR4LXBHF++SJEkaZF3NXPUGi25Jsh64APg4cDvw5ar6XEfvkiRJGliGiEqSJM2RIaJPIENEJUnas8xqWTDJsiRfaJf8XpdkdZKbJ9T5pSSf6vl7eZKtSb6U5GVdd1ySJGkQzXbPVW9g6BbgcprgUACS/CLwe0DvJ38XAH8CHAH830nSQX8lSZIG2oyDqzYw9EPACUm2AEtpjrd5qKfaD4A3THj0COCaqtoNfAt4Vgf9lSRJGmgz7rmqqs1J7gBGq+r88fLeiaiq2jGxDPhRVT3cXt8PrAb+qbdCkg3ABoCRpav6+gGSJEmDpLMQ0Uns7rl+ymTvMkRUkiQNm4UcXP1DkvFPFJ8PbJuusiRJ0jBYyCiGi4GPJbkV+EFV3buA75IkSRoICxoimuTfAy8Arquqf52uriGikiRpsXhcQkTbg5tfBHytqr4PUFV3A3d39Q5JkqRB1/fgKsky4FqafVubgbOB64FNSV5SVfe19VYDf1VVL5yuPRPaJUnSMJjPhvbeYNH7gbdX1XuAG2kOcR73AWCfebxHkiRp0ehr5qoNFj0ZWJ7kcOC4qrovyRHAoTTp7CR5CfAIsL2j/kqSJA20vgZXkwWLtsfbrAceAH6YZG/gXcDrgE9O1o4hopIkadh0lnNVjTOAO4FXA+cAH66qB6d5xhBRSZI0VDoZXCV5Z5KT2j+XAw8CRwFntOcRviDJR7t4lyRJ0iDrKorhEuCqJKcBfw/cVFU3jt9MsqWqTuvoXZIkSQNrQUNE58IQUUmStFhMFyK6kGcLSpIk7XG6ChG9FDgeGKGJXlgPnNr+D80+rFur6vSp2hvGEFEDRCVJ2vN0FSK6BNhUVcfQZFodW1UXV9Voe/9m4CPz7awkSdKg6zREtL29CtjRU3d/YHVVuaFKkiQNvc5CRAGSrAVWVNUtPdXPAC6erB1DRCVJ0rDpbEN7kpXARcApPWVPAo4Etkz2jCGikiRp2HQVIro3cDVwblVt67m1jmYj+2DkPUiSJC2wrmauTgUOATYm2ZJk/CvBlwJbO3qHJEnSwDNEVJIkaY4MEZUkSXqcdBUiuhn4L8BTgdt6w0KTfBi4oaqum669YQsRNUBUkqQ9U1chos8Arminx/ZNsgYgyTrg52caWEmSJA2LvgZXbYjoh4ATkmwBdgLPS7KcZqD13SR70aSy35PkNR31V5IkaaD1Nbiqqs3AWcBl7czVFuAXgLcB3wDuB04Cvg68Hzg0yZkT20myIclYkrHdu3b29QMkSZIGSVcb2s8D3lpVFwDfpDka54XAJVW1HfgzmjDRn2KIqCRJGjZdDa5WAAclGQFeDBRwN3BAe38NsG2KZyVJkoZG318LTvBe4FKapcEvA1cCAf4kyfHAXsAbO3qXJEnSwDJEVJIkaY4elxDRJCuTHJ3k57pqU5IkabHpMkT0bOB6YFOSlwCPAp8ARoBHgPVV9ehU7Q1TiKgBopIk7bm6ChG9H3h7Vb0HuJHmEOc3A5uq6hhgO3DsPPsqSZI08PqauWpDRE8Glic5HDiuqu5LcgRwKHBBVd3Y88gqYMe8eytJkjTg+hpcVdXmJHcAo1V1PkCSAOuBB4AfjtdNshZYUVW3zL+7kiRJg62zDe3VOAO4E3g1NJvcgYuAUyZ7xoR2SZI0bDoZXCV5Z5KT2j+XAw8m2Ru4Gji3qiYNEDWhXZIkDZuuZq4uAU5MspXm68CbgFNpNrZvTLIlyfqO3iVJkjSwDBGVJEmao8clRFSSJEndnS04qST7Af8RuLWqfjBd3WEIETU8VJIkzWrmKsmyJF9o9069LsnqJDf33N8ryXVJvpTklLbsOcBfAL8C/HW7wV2SJGmozXZZsDeNfQtwObCk5/6ZwG1V9SvAG5PsCxwMnFxVvwN8B3h2V52WJEkaVDMOrto09g8BJyTZAiylCQt9qKfaKHBVe70VWFNV1wDbkrwCWAHc3V23JUmSBtOMe64mS2MHaALZf2wJcG97fT+wur1+CvCfgG3AYz5LTLIB2AAwsnTV3HsvSZI0YLr6WvBhYJ/2+inj7VbVg1X1FmAv4JcnPmSIqCRJGjZdDa5uAw5vr58P3JPk4vYgZ2hT2zt6lyRJ0sDqKorhcuCzSdYBzwVuBb4HfDxJATdV1bema+Cg/ZcxZpSBJEla5GY1uKqqLTRfCfaWjfZcb0tyNM3s1W9X1W7gn/jJbJYkSdIeYWCOv3nyfgfWfm/5/Se6G/NiiKgkSXuG6Y6/mdXMVZJlwLU0e7QuBY6nOaD5EZpYhn2AT0wo2x/4A5rohq9U1Tvm9zMkSZIGXz8hokuATVV1DLAdOBZ48yRl7wPeXVXrgKcnGe2475IkSQNnxpmrNkT0ZGB5ksOB46rqvvb2KmBHVX2655FVwA7gOcBX27IdgFkLkiRp6M0nRHQtsKKqbpmsLMk1wHlJbqGZyTp3YtuGiEqSpGHTV85VkpXARcApU5VV1YXADcBpwOVV9fDEdgwRlSRJw2bOOVdJ9gauBs6tqm1TlbVuB54J/FoHfZUkSRp4/YSIngocAmxMshG4GFg5sayq/gI4m2aj+66ZGjVEVJIkDYOByblas2ZNjY2NPdHdkCRJmtG8c65m+ZKVwIuAr1XV96cqm8pd9+7kWedc31V3nhCGiEqSpL4Pbk6yLMkXkmxJ8jrgM8ChwBeTrEqyYmJZN12WJEkaXPOZuRoPFv2tJL8KvL2NYFhBs//q/5uk7Mb5d1mSJGlw9TW4mipYNMkRNDNVF1TVQ23dH5d11GdJkqSB1dfgarJg0SShOVPwAeCHU5X1MkRUkiQNm773XE1UjTOAO4FXT1U24RlDRCVJ0lDpZHCV5J1JTmr/XA48OFlZF++SJEkaZF3NXF0CnJhkKzAC3DRFmSRJ0lAzRFSSJGmOHpcQ0fkyRFSSJA2DzkJEk6xOcvMk9a5L8oL5dVOSJGlxmM+eq/EQ0VFgC3A5sKS3QpI3A9+uqtvn8R5JkqRFo6/BVRsi+iHghCRbgKU0eVYP9dRZCXwQeCDJkfPvqiRJ0uDrLEQUoMkM/bHfBK4G/hh4b5J9q+rTvRUMEZUkScOmsxDRSbwQ+MOq2g5cBYxOrGCIqCRJGjYLObi6GzigvV4DbFvAd0mSJA2EhYxieD/w0SQbgV3A6xfwXZIkSQPBEFFJkqQ5mi5EdCGXBSVJkvY4fS8LJlkGXEszQPsUcBRNJMNXquodSVYAVwBPBW6rqtOna8+EdkmSNAy6ChFdC7y7qtYBT08yCpwIXNFOme2bZNKpM0mSpGHS18xVGyJ6MrA8yeHAKuCr7e0dwDLgX4DnJVkOPAP47vy7K0mSNNj6mrmqqs3AWcBl7czVlcB5SV4FHAt8Hvgb4BeAtwHfAO6f2E6SDUnGkozt3rWzv18gSZI0QDrZ0F5VFwI3AKcBl1fVw8B5wFur6gLgmzQzXROfM0RUkiQNlS6/FrwdeCawqf17BXBQkhHgxcBgZD5IkiQtoC4HV2cDm6pqV/v3e4FLgJ3ASpqlQ0mSpKFmiKgkSdIcPWEhoklWJjk6yc8t5HskSZIGRVchopur6tokHwZuqKrr2hDRzwDXA5uSvKSq7puqvcUeImqAqCRJgvkd3DweIvpbAEnWAT9fVde19w8G3l5Vt7QDrUOAG+fVW0mSpAHX17JgGyL6IeCEJFuSrAI+AtyT5DUAVfXX7cDqCOBQ4MtddVqSJGlQdRUi+mrg68D7gUOTnAmQJMB64AHghxPbMURUkiQNm642tL8QuKSqtgN/BhwJUI0zgDtpBmA/xRBRSZI0bLoaXN0NHNBerwG2JXlnkpPasuXAgx29S5IkaWDNZ0N7r48Bf5LkeGAv4I3ALuCqJKcBfw/c1NG7JEmSBpYhopIkSXP0hIWISpIk7Wm6WhacN0NEJUnSMJjV4GpCGvulwPHACPAIsL6qHk3yMeC5wPVVdWEbHHoF8FTgtqo6fSF+gCRJ0iCZ7bLgeBr7KLAE2FRVxwDbgWOTvB4Yqaq1wAFJDgROBK5o1yP3TTLpuqQkSdIwmXHmqk1jPxlYnuRw4LieMwJXATuANwFXtWU3AYcD/wI8L8ly4BnAdydpewOwAWBk6ar5/RJJkqQBMOPM1cQ09vGBVZK1wIqquoVmNuve9pH7gdXA3wC/ALwN+EZbPrFtQ0QlSdJQ6fdswZXARcApbdHDwD7t9VPads8D3lpVFwDfpJn9kiRJGmpzHlwl2Ru4Gji3qra1xbfRLAVCsz/rHmAFcFCSEeDFwGAEakmSJC2gfqIYTgUOATYm2QhcDHwSuDnJ04CXAYfRHIlzKc3S4JeBK6dr9KD9lzFmnIEkSVrkOktob6MXjga2tgc4k2Q/4D8Ct1bVD6Z73oR2SZK0WEyX0N5ZzhWwN3BmVV3VPvMc4KPA54H3JzmsrTepxRwiaoCoJEka11XO1Qrg8vbeuIOBk6vqd4DvAM/urNeSJEkDqqucq93AeuBT489V1TVJ/l2SV9Bsbr+7685LkiQNmhkHV1W1OckdwGhVnT9ePiHnarxs4uNPAf4TsA2/FpQkSXuArnKuJlVVD1bVW4C9gF+epJ0NScaSjO3etbOfrkiSJA2UrnKuJqt3cZIj2j+XAw9OrGNCuyRJGjb9zFz15lxtSbJ+inrvB343yc3AV6rqW/12UpIkabHoLOdqvsy5kiRJi8V0OVd97bmSJEnS5Po5/gZ4TLDoZuBvgWuqal1PnV8C/kdVvWam9gwRlSRJw2A+M1e9waJbmBAimuQXgd8D3KkuSZL2GP1GMfw34EPACUm2AEtpQkQf6qn2A+AN8+2gJEnSYtLXsuA0waK9dXZMLJMkSRp2T+iGdkNEJUnSsHlCB1eGiEqSpGFjFIMkSVKHDBGVJEmaI0NEJUmSHid9h4h2bbGGiBogKkmSes1q5irJsiRfaA9qfkuSG5LclOTaJHv31Fud5Gvt9bOTXJ/k5iQfXKgfIEmSNEhmuyzYm8a+BNhUVccA24Fje+p9ANinvX4f8O72OJynJxntpMeSJEkDbMZlwTaN/WRgeZLDgeOq6r729ipgPCz0JcAjNAMugOcAX22vd+AxOJIkaQ8w48xVVW0GzgIuq6rR8YFVkrXAiqq6pV0afBdwTs+j1wDnJXkVzezW5ye2bYioJEkaNv2eLbgSuAg4pS06B/hwVT04XqeqLgRuAE4DLq+qhye2Y4ioJEkaNnMeXLWzVFcD51bVtrb4KOCM9hDnFyT5aFt+O/BMYFMHfZUkSRp4/UQxnAocAmxMshG4uKqOGL+ZZEtVndb+eTbN5vddMzV60P7LGDPWQJIkLXImtEuSJM3RdAnthojOkyGikiSpV9/H30wIFj0uyf9qr7ckOain3j5JvtNNdyVJkgbbfM4W7A0W/TZwZRvVMFpVd/XU+y1gv3m8R5IkadHoa1lwkmDRLwKvTHIkcBdwelX9KMl/AA4Gbu2qw5IkSYOsr5mricGiwGeBo6rqUGAv4OVt1Q8Ab5uqHUNEJUnSsJnPsmCvO6vqe+31GHBgkpOAv66qf5rqIUNEJUnSsOlqcPXxJM9PMgK8FriD5sibV/cEi36mo3dJkiQNrK6iGC4A/hwI8Omq+hzwufGbbbDoKzt6lyRJ0sAyRFSSJGmODBFdQIaISpKkXrPaczUhMPR1SVYnubnn/gFJPp/k9iTvasv2T/K/e4JFVy3Uj5AkSRoUs93Q3hsYugW4HFjSc/83gN+uqhcAL20HUi8G3tMTLHpfd92WJEkaTDMOrtrA0A8BJ7Rf/i0F1gMP9VT7F+DgJKuBJwMPAocBpyX5apLf7brjkiRJg2jGPVdVtTnJHcBoVZ0/Xp6kt9pf0YSFPh34AvAj4Abg3cAu4HNJDq6qO3sfSrIB2AAwstRVQ0mStPh1lXN1DvCfq2ojsA9wNM0y4g+qajfwNeDAiQ8ZIipJkoZNV4OrZwPPSPIzwCFAATcm2S/JzwLHAH/f0bskSZIGVldRDOfRbHRfBXyGnywNfhF4FPijqvpWR++SJEkaWIaISpIkzdF0IaJdLQtO9eKVSY5O8nML+R5JkqRBMatlwSTLgGtpBmOXAscDI8AjNLEM+wN/QBPT8JWqekeSFTRLhNcDm5K8ZLqsKxPaJUnSMOgnRHQJsKmqjgG2A8cC7wPeXVXrgKcnGQUOBt5eVe8BbqTZ6C5JkjTUZpy5akNETwaWJzkcOK5nBmoVsAN4DvDVtmwHsKyqPtU+fwRwKHBBx32XJEkaOPMJEV0LrKiqW5JcA5yX5Baamaxz2zqhWTZ8APjhxLYNEZUkScOmrw3tSVYCFwGnAFTVhTSJ7KcBl1fVw215VdUZwJ3Aqye2Y4ioJEkaNnMeXCXZG7gaOLeqtvXcuh14JrCprffOJCe195bTnDcoSZI01PqZuTqVZnP6xiRbkqxvy8+m2ei+q/37EuDEJFtpviy8ad69lSRJGnCGiEqSJM2RIaKSJEmPk65CRPcBPjGhbAmGiEqSpD1MVyGib56kzBBRSZK0x+kkRLSqPt3zyHjZLe3zhohKkqQ9RicholOVGSIqSZL2NJ2EiE5VZoioJEna03QSIjpFmSGikiRpj9NViOhkZYaISpKkPY4hopIkSXP0hIWISpIk7Wn6CRHdDPwtcE1VrZtQ7zrgXVV1e/v3LwH/o6peM9M7DBGVJEnDoJ8Q0S3A5TRhoj+W5M3At3sGVr8I/B7gZ4CSJGmPMePgqg0R/RBwQpItwFKa7KqHeuqsBD4IPJDkyLb4B8Abuu6wJEnSIJtPiGhvtd+kiWL4Y+C9SfYdT22fUO+nGCIqSZKGTVcb2l8I/GFVbQeuAkZn85AhopIkadh0Nbi6GzigvV4DbOuoXUmSpEVlVl8LzsL7gY8m2QjsAl7fUbuSJEmLiiGikiRJc2SIqCRJ0uOkq2XBeVuMIaIGiEqSpIn6nrlKsizJF9qDml+XZHWSm3vu75XkuiRfSnJKN92VJEkabPNZFpwptf1M4Laq+hXgjUn2nce7JEmSFoW+BlezSW2nybq6qr3eShPRIEmSNNT62nM1y9T2JcC97fX9wOqJ7ZjQLkmShs1Cfi34MLBPe/2Uyd5lQrskSRo2Czm4ug04vL1+PnDPAr5LkiRpICxkFMPlwGeTrAOeC9w6XeWD9l/GmNEGkiRpket7cFVVW2i+EuwtG+253pbkaJrZq9+uqt39vkuSJGmxmNXgKsky4FqaZcTNwN8C11TVugn1rgPeVVW3A1TVPyf5OnANcPR07zBEVJIkDYPZ7rmaKdOKJG8Gvj0+sGrLAmwC9uqis5IkSYPIyyO1AAAgAElEQVRuxsHVbDKtkqwEPgg8kOTInsdPBr7YZYclSZIG2YzLgrPMtPpN4Grgj4H3tmnsXwJOAF7a/pMkSRp6XX0t+ELgv1fV9iRX0eyvehVwblX9cMJA7McMEZUkScOmq5yru4ED2us1wDbgV4H3tUuJL0hy4cSHDBGVJEnDpquZq/cDH02yEdgFvL6qNo/fTLKlqn6ro3dJkiQNrFTVE90HANasWVNjY2NPdDckSZJmlOS2qloz2b2FPP5GkiRpj7OQx9/MiSGikiRpGMxq5irJsiRfSLIlyVuS3JDkpiTXJtm7p96Hk7yq5+/VSW5eiI5LkiQNon4S2pcAm6rqGGA7cCxAe0Dzz1fVde3fK5gkyV2SJGmY9ZPQfnVV/c/29ipgR5K9gI8A9yR5TXtvNxOS3CVJkobdjIOrNlLhLOCyqhqtqvsAkqwFVlTVLcBJwNdpIhkOTXJmVT1UVTunazvJhiRjScZ275q2qiRJ0qLQ19eC7VmCFwGntEUvBC6pqu3AnwFHTvVsL0NEJUnSsJnz4KrdwH41zdE229riyRLaJUmS9jj9RDGcChwCbGwT2S8GPgb8SZLjgb2AN8610YP2X8aY0QaSJGmRM6FdkiRpjqZLaDdEtE8GiEqSpMn0EyL6uonhoEkOSPL5JLcneVdP+S8l+dRCdFySJGkQ9RMiuoXHhoP+BvDbVfUC4KVJViX5ReD3AD8DlCRJe4x+QkSX8thw0H8BDk6yGngy8CDwA+ANXXdYkiRpkM2456qqNie5AxitqvPHy5P0Vvsr4G3A04EvAD+qqh2T1PspSTYAGwBGlq6ae+8lSZIGTF8hopM4B/jPVbUR2Ac4ejYPGSIqSZKGTVeDq2cDz0jyMzQZWIOR7yBJkvQ462pwdR7NRvf7gO/SLA1KkiTtcQwRlSRJmiNDRBeAIaKSJGkysxpcJVkGXEuzjHgpcDwwAjwCrK+qR9sYhmuqal37zDOBPwX+jeZg59NrUKbJJEmSFkg/IaJLgE1VdQywHTg2yQoeGyx6OvDrVfUS4BnAQZ31WpIkaUDNOHPVhoieDCxPcjhwXFXd195eBewAdtMEi/74qJs2lmHc/wF8v6tOS5IkDar5hIiuBVZU1S09ZY95Psl64B+q6p8nuWeIqCRJGip9bWhPshK4iBmOt0lyAPDfgaMmu19VlwCXADx5vwPdjyVJkha9OedcJdkbuBo4t6q2TVNvBXAlcEpV7ey/i5IkSYtHPyGip9KksG9MsqVd9pvMOcAzgYvaer/abyclSZIWC0NEJUmS5mi6ENGujr+Z6sUrkxyd5OcW8j2SJEmDotOE9glho5uBs4HrgU1JXtIT4fAYJrRLkqRh0PXMVW/Y6P3A26vqPcCNNPu0JEmShlpnM1dThY0mOQI4FLigq3dJkiQNqs4GV5OFjaZJFV0PPAD8cOIzhohKkqRhs6Ab2qtxBnAn8OpJ7l9SVWuqas3Izy5byK5IkiQ9LhZscJXknUlOav9cDjy4UO+SJEkaFAs5c3UJcGKSrcAIcNMCvkuSJGkgGCIqSZI0R09YiKgkSdKeptMQ0flYTCGiBohKkqSpzGpwNSF5/VLgeJp9VI8A66vq0SQfA54LXF9VFyZ5NvAHwFLgK1X1joX4AZIkSYNktsuCvcnrS4BNVXUMsB04NsnrgZGqWgsckORA4H3Au6tqHfD0JKOd916SJGnAzDhzNVXyent7FbADeBNwVVt2E3A48Bzgq23ZDuAxQVaGiEqSpGEz48xVVW0GzgIuq6rR8YFVkrXAiqq6hWY26972kfuB1cA1wHlJXgUcC3x+krYNEZUkSUOlrw3tSVYCFwFvaIseBvZpr58CPKndd3U4cDZweVU9PN/OSpIkDbo5RzEk2Ru4Gji3qra1xbfRLAVCsz/rnvb6duCZwKb5dVOSJGlx6Gfm6lTgEGBjko3AxcAngZuTPA14GXBYW/dsms3vu2Zq9KD9lzFmxIEkSVrkOktoT7ICOBrYWlXb5/q8Ce2SJGmxmC6hve8Q0QnZV5ur6tokfw38FfDCueZcGSIqSZKGwXyOv/lx9lVVXduWfYCfbGw350qSJO1x+v1a8DHZV8BBNInt40uCM+ZcSZIkDZu+Zq4mZl8BO4F3Aef0VJsx5yrJhiRjScZ279rZT1ckSZIGynyWBXudA3y4qh4cL6iqC4EbgNOYIufKEFFJkjRsuhpcHQWckWQL8IIkH23LzbmSJEl7lL6/FuxVVUeMXyfZUlWntX/OOudKkiRpGHSWczVf5lxJkqTFYrqcq66WBSVJkkRHy4JdMERUkiQNg1kNriaksV8KHA+M0ORaracJDv1Eb1lVPZrkY8BzgevbrwclSZKG2myXBX+cxg4sodmkfgxNYOixwJsnliV5PTBSVWuBA5Ic2HnvJUmSBsyMM1eTpbFX1X3t7VXAjqr6dM8jq2gS2d8EXNWW3QQcDvxjVx2XJEkaRDPOXE1MYx8fWCVZC6yoqlvG604oWwLc2966H1g9sW0T2iVJ0rDp62vBJCuBi4BTpil7mJ8c4vyUyd5lQrskSRo2cx5cJdkbuBo4t6q2TVUG3EazFAjNnq175t1bSZKkAddPFMOpwCHAxiQbgYuBlZOUfRK4OcnTgJcBh03X6EH7L2PMiANJkrTILWhCe5IVwNHA1qraPl1dE9olSdJiMV1Ceyc5V22m1WrgmqpaN/5cVT2Q5ETg/6GJaJiSIaKSJGkYdJJz1c5QXd7e+7Ekbwa+XVW3d9dlSZKkwTXj4KrNufoQcEKSLcDVVfU/29vjmVa7aZLaH+p5biXwQeCBJEd23G9JkqSBNOOyYFVtTnIHMFpV54+XT5Fz1fvob9J8QfjHwHuT7DshbFSSJGnodJZzNYkXAn/YbmS/ChidpB1DRCVJ0lDpJOdqCncDB7TXa4DH1DVEVJIkDZt+Zq56c662JFk/Rb33A7+R5EvAEcCf9NlHSZKkRWNBc67mwpwrSZK0WEyXc9XXnitJkiRNrp/jbxbEYgkRNUBUkiRNp+/B1YTU9j+kybT6Tnv7TODfA/+t/ftngJ1V9dL+uypJkjT45jNzNZ7a/ltJDgGurKp39ty/i2bwRZKzgW/P412SJEmLQl+Dqza1/WRgeZLDgS8Cr2yT2O8CTq+qH7V19wGOqaqjO+qzJEnSwOprQ3tVbQbOAi5rzxv8LHBUVR0K7AW8vKf6icCfT9aOIaKSJGnYdPW14J1V9b32egw4sOfer9GEjj6GIaKSJGnYdDW4+niS5ycZAV4L3AGQ5Fk0G9kf7ug9kiRJA62rKIYLaJb+Any6qj7Xlh8DbO3oHZIkSQPPhHZJkqQ5mi6hvbMQ0SQrgRcBX6uq78/1+cUQImqAqCRJmsms9lwlWZbkC+1BzW9JckOSm5Jcm2TvJCuAzwCHAl9MsirJs5Ncn+TmJB9c0F8hSZI0IGa7oX08MHQUWAJsqv+fvXuPtqys73T/fK0Ggwh1sYuCIKh04xhJAIGUIH0o2NgIxBveSJEW9XBJlTagxMQBHDCliKGlle6CVmIZRFSstNAhagQhBveBRsEUykUFT0MijUS6UAQUxlBDfuePObcsVu3al7VnFatWPZ8xGKw9b+ut/97xzrmeWXUE8CBwFLAP8O6q+iBwLbA/8CHgA1W1DHh+krGOxy5JkjR0pr0tOEkw9JiqeqjdvRhYX1U3t8ceQrN6dQ7N5Opb7XHrAVsLkiRp5E07uaqq1UluB8aq6n0T25McBCzsmVgFWA78FPgVcCWwKsnNNKtbZ/ZfO8kKYAXAvB0Xz/kfI0mS9EwbqHPVPrx+EXDCxLZqnAzcAby2qs4FrgFOAi6brHVlRFSSJI2aWU+ukmxLU1w/s6rua7ednuSt7SELgEfaz7cBuwMXdDBWSZKkoTfIytWJNA+sn9X+enA5sAZ4S5IbgHnAde2x76F5+P2JTkYrSZI05IyISpIkzdJmiYjOlRFRSZI0CmY0uUoyH7iK5jbiauDrwJVtw4ok7wcObQ/fGbgM+I3+bVV1XndDlyRJGj4zXbmaiIie3dbY19LERAGoqlUTn5NcCXy6qh7o39bNkCVJkobXtA+0txHRC4HjkowDO9L0rB6b5NiXAj/sm1htsE2SJGlUzSUiOtnh7wJWzWDbxDWMiEqSpJEyUER0MkkWADtV1b1TbetlRFSSJI2aziZXwNHA1TPYJkmSNLK6nFwdCdwwg22SJEkjy4ioJEnSLE0VEe1y5UqSJGmrt8kiohPB0CRfAt5bVbdN9R0W2iVJ0ijYZBHR9vObgXunm1hJkiSNik0WEU2yCPgI8NMkh3U6akmSpCG1KSOifwRcAXwcOC/JDlX1xd6DjYhKkqRRsykjovsBH62qB4HPA2P95xgRlSRJo2ZTRkTvAfZoPy8F7uvwuyRJkobSpoyIng+ckuQm4BDgkx1+lyRJ0lAyIipJkjRLRkQlSZI2k0EiopcCxwLzgMeB5VX1yyRL6AmLtuf9FvCfquro6b7DiKgkSRoFM125moiIjtHEQy+oqiOAB4Gj2rDoZfSERZP8G+A/A/4MUJIkbTWmXblqI6LHAwuSHAwcU1UPtbsXA+uBJ2nCol/oOfVnwBuBazsdsSRJ0hCbS0T0IGBhVd3cs633vPX92/oZEZUkSaNmoAfa21fbXAScMJcvNyIqSZJGzawnV0m2pXmtzZlVZRhUkiSpxyArVycC+wNnJRlPsrzjMUmSJG2xjIhKkiTN0jMWEU2yKMkrkvzrTfk9kiRJw2JGEdHJ9IVFr6V5tyDAAuAW4Azgb4AvAxckeXlPwmEDwx4RNSAqSZJmYuDJFU+FRc9u/z4PIMlFNEHRfYB3V9XNbWR0f2xeSZKkETfQ5GpjYdEkuwJLqmpdz7GHAAcA53QxYEmSpGE20ORqY2FR4GTg4ok/0hRElwM/BX7Vfx0jopIkadR09kB7kmcBhwHjE9uqcTJwB/Da/nOMiEqSpFHT5a8FlwG3VNt2SHJ6kre2+xYAj3T4XZIkSUOpy8nVkcANPX+vAd6S5AZgHnBdh98lSZI0lIyISpIkzdIzFhGVJEna2nQVEV0NfB24sqqWtft3Bz4N/AtwD7CyplgmMyIqSZJGwVxWriYiomM0vxC8DNi+Z/9K4B1V9XJgN2DvOXyXJEnSFmGgyVUbEb0QOC7JOLAjTc/qsYljquqsqrqr/fN5wI/nNlRJkqTh12lEtGmGPl2S5cB3q+qfBh2kJEnSlmIu7xacVpI9gD8BDt/IfgvtkiRppGyyXwu2L2teC5xQVY9OdoyFdkmSNGo2ZYrhDGB34KIk40kO3YTfJUmSNBSMiEqSJM2SEVFJkqTNZJM+0D4bRkQlSdIomNHKVZL5Sa5vn516W5JrklyX5Kok27bHXJLkG0nO7jt3SZJvb4rBS5IkDZuZ3hbsrbFvD1xQVUcADwJHJXkDMK+qDgL2SLJnz7kfBrbrcMySJElDa9rbgm2N/XhgQZKDgWOq6qF292JgPfAfgM+3264DDgb+V5KXA4/TTMIkSZJG3rQrV1W1GjgN+FRVjU1MrJIcBCysqptpVrMeaE95GFjS3i58L02SYVJJViRZl2Tdk09MmsKSJEnaogz6bsFFwEXACe2mn/PUrb/nttc9A/hYVT2ysesYEZUkSaNm1pOrdkXqCuDMqrqv3Xwrza1AaJ7P+gHNK29Obl/svG+Sv5jzaCVJkobcICmGE4H9gbOSnAVcDPw1cGOS3wR+D3hZVX1u4oQk41V10lQX3XvX+awzdyBJkrZwnRXa23cJvgK4oapm/QC7hXZJkrSlmKrQvklff5NkF+B3gFuq6mdTHfvsXfasXd72XzfZWObCgKgkSeo159ff9EVEX9+GQW/s2b9/kq8muSnJH7fbXgz8d+D/Av7fidioJEnSKJvpM1cTEdGz29t/a2nyCxMuAo4FfgjclOSvgH2A46vq3iR7Ay8Cvt/d0CVJkobPtCtXbUT0QuC49pd/OwLLgcd6DltUVfdXc4/xJ8COVXUlcF+SVwELgXu6HrwkSdKwmXblqqpWJ7kdGKuq901sT9J72E1JTqEJiL4QuKPd/lzg94H7gA0e7kqyAlgBMG/HxQP9AyRJkobJQBHRSawE7gZOAT7UrmBRVY9U1duAbYCX9p9kRFSSJI2aTiZXVfUkTz1PdTlAkouTHNJuWwBstNQuSZI0KgaJiG7MucDp9VTb4XzgM0kKuK6qfJhdkiSNvE3auZoNI6KSJGlLMVXnqsuVqzm584FHeeEZX36mhzEpI6KSJGmmBp5cJZkPXEXz3NalNJ2recDjNKmG7YC/7N1WVb+c64AlSZKG2VweaJ8Ii47RBEUvqKojgAeBo4A3T7JNkiRppA20ctWGRY8HFiQ5GDimqh5qdy8G1lfVF3tOWQysn9NIJUmStgADTa6mCIseBCysqpun2tazz4ioJEkaKV1FREmyiOYdgydMta2XEVFJkjRqOplcJdkWuAI4s6ru29g2SZKkUdfVytWJwP7AWUnGkyzfyDZJkqSRZkRUkiRployIzoEBUUmSNBszui2YZH6S69vbe69PsiTJjT3790/y1SQ3Jfnjdtvu7fHXJ1mTJJvqHyFJkjQsZvrMVW8wdBy4jCYcOuEimu7VwcAbk7wIWAm8o6peDuwG7N3RmCVJkobWtJOrNhh6IXBcknFgR5rX2zzWc9iiqrq/mge4fgLsWFVnVdVd7f7nAT/udOSSJElDaNpnrqYIhvYedlOSU4CHgRcCd/Qctxz4blX9U/+1jYhKkqRR01WKYSVwN3AK8KF2BYskewB/Apw22UlGRCVJ0qjpZHJVVU8C32//vBwgyUJgLXBCVT3axfdIkiQNu85efwOcC5xeT4WzzgB2By5qfzV4aIffJUmSNJSMiEqSJM3SVBHRLleuJEmStnozKrQnmQ9cRTMZuxQ4FpgHPE6TZdgO+Mu+bSe2/wdYANxSVSs39h0W2iVJ0igYJCK6PXBBVR0BPAgcBby5f1tVXVxVY+05NwKf6HrwkiRJw2balas2Ino8sCDJwcAxVfVQu3sxsL6qvthzymJgfc/5uwJLqsoHqiRJ0sibS0T0IGBhVd081TbgZODiya5tRFSSJI2agR5oT7KI5n2CJ0yz7VnAYTTvI9yAEVFJkjRqZj25SrItcAVwZlXdt7FtrWU0D7IPR+9BkiRpExtk5epEYH/grDYOunwj2wCOBG7oZqiSJEnDz4ioJEnSLD1jEdEki5K8Ism/3pTfI0mSNCy6iohuT/PC5p2AW6tqZfvi5r8BvgxckOTlPQmHDRgRlSRJo6CriOhbgMvb5bEdkiwF9gHeXVUfBK6leSZLkiRppHUSEQV2APZKsgDYDbi/qv5Pe/4hwAHAOZtg/JIkSUOlk4hokh8BrwLeCdwFPNweE5rbhj8FftV/bSOikiRp1HQVEV0FvL2qzgHuplnpohonA3cAr+2/jhFRSZI0ajqJiAILgb2TzAMOBCrJ6Une2u5fADzSxYAlSZKGWVcR0fOANcCjwCJgbfv3W5LcQPPLwuu6GbIkSdLwMiIqSZI0S89YRFSSJGlrM0hEdDXwdeDKqlrW7t8fOB/YDvirqvpIz7l7Af+lql4x1XcYEZUkSaNgkIjoOHAZTUx0wkU0vxA8GHhjkhfBr1MMFwDbdDReSZKkoTbt5KqNiF4IHJdkHNiRpl31WM9hi6rq/moe4PpJeww0E66vdTpiSZKkITaXiGjvYTclOYUmHvpC4I4kzwOOA45s/5MkSRp5XT3QvpImHnoK8KF2Bes/0bSwNiizT0iyIsm6JOuefOLRjoYiSZL0zOlkclVVTwLfb/+8vP3/ocCH2luJ+yY5d5LzLLRLkqSRMqNfC87QucDp7aoVVfXiiR1Jxqvq7A6/S5IkaSgZEZUkSZolI6KSJEmbSVcR0ffTPGMFsDNNB+vTwC3APe32Y6rqoY19xzBGRA2ISpKk2ZrpM1cTEdGzkyykeTHzryOiVbVq4nOSK2kmVgcCH6yqizscryRJ0lDrKiI6cexLgR9W1QPAy4CTknwryZ91OmpJkqQhNe3kqqpWA6cBn6qqsaq6r6o2FqV6F82rcACuAcaAlwIHJdmng/FKkiQNtc4eaE+yANipqu5tN329qn7WNrC+Dew5yTlGRCVJ0kjp8teCRwNX9/x9bZJdkjwHOAL4Tv8JRkQlSdKo6XJydSRwQ8/f76d5afPNwJ9X1fcnPUuSJGmEGBGVJEmaJSOikiRJm0mX7xacNjY6FSOikiRpFHS9cjURGx0DxmlK7dtPdYIkSdIo6TLFMOPYqCRJ0qjq7LZgVa1OcjswVlXvm9iepKuvkCRJGnrP6APtRkQlSdKoeUYnV0ZEJUnSqDHFIEmS1CEjopIkSbNkRFSSJGkz6TQiOhdGRCVJ0igYeHLVV2O/FDgWmAc8Diyvql+2xy0BvlJV+819uJIkScNtLrcFe2vs2wMXVNURwIPAUT3HfRjYbg7fI0mStMUYaOWqrbEfDyxIcjBwTFU91O5eDKxvj3s5zUrWgx2MVZIkaegNNLmaosZ+ELCwqm5Osi3wXuD1wF9Pdp0kK4AVAPN2XDzIUCRJkoZKl+8WXARcBJzQbjoD+FhVPbKxc4yISpKkUdPJ5KpdpboCOLOq7ms3Hw6c3L7Eed8kf9HFd0mSJA2zrlIMJwL7A2clOQu4uKoOmdiZZLyqTurouyRJkoaWhXZJkqRZmqrQbkR0CkZEJUnSbM3omask85Ncn2Q8yduSXJPkuiRXJdk2ycIkVydZl+TjPectSXLjphu+JEnScJnpA+3TBUPfAlzeLo/tkGRpkoXAZe3xkiRJW4VpbwvOMBi6A7BXkgXAbsD9wJPAcuALm2LgkiRJw2jaydUMg6E/Al4FvBO4C3i4qn7VHrfRaxsRlSRJo2agztUkwdBVwNur6hzgbpqVrmkZEZUkSaNm1pOrjQRDFwJ7J5kHHAgMR99BkiRpMxtk5ao3GDqeZDlwHrAGeBRYBKztboiSJElbDiOikiRJs2REdEBGRCVJ0mzNaHKVZD5wFc1txEuBY4F5wOM0uYUT2/8DLABuAW7r31ZVKzsbuSRJ0hDqJCJaVRdX1Vi7/0bgE5Nt63z0kiRJQ6ariOjEsbsCS6pq3VTbJEmSRlUnEdGew08GLu67xGTbJq5hRFSSJI2UriKiJHkWcBgwPtW2XkZEJUnSqOkqIgqwjOah9ZpmmyRJ0sjqKiIKcCRwQ9+xk22TJEkaWUZEJUmSZmmqiOhAz1xJkiRpcgMX2vvCol8ADgd2BL5ZVX/cc9zHgGuq6ktTXW/YCu3W2SVJ0iDmsnLVGxY9CPhAVS0Dnp9kDCDJMmDn6SZWkiRJo2LQFMO7gAuB45KMA78DfKvdvR6Yn2Qbmir7D5Ic3cFYJUmSht5Ak6uqWg2cBnyqXblaC6xK8hrgKODvgLcC3wPOBw5Icmr/dZKsSLIuybonn3h0wH+CJEnS8OjkgfaqOhe4BjgJuKyqfg7sB6ypqgeBz9LERPvPMyIqSZJGysAPtE/iNmB34A/av+8B9mg/LwXum+wkSZKkUdLl5Oo9wAVV9UT79yXAJ5McC2wDvKnD75IkSRpKRkQlSZJmyYioJEnSZjKj24J9wdDVwNeBK9uuFUneDxzaHr4zcBlwOfBp4F9onr9aOdULnIcpImpAVJIkDWqmz1xNBEPPTrKQJr2w/cTOqlo18TnJlTSTqv8IvKOq7kpyDbA3cEdnI5ckSRpC094WnCQYuiOwHHhskmNfCvywqh6oqrOq6q521/OAH3c2akmSpCE17cpVVa1OcjswVlXvm9ieZLLD3wWs6t2QZDnw3ar6p/6Dk6wAVgDM23HxrAYuSZI0jDpLMSRZAOxUVff2bNsD+BOalzpvoKrWAGsAnr3LnsPxs0VJkqQ56PLXgkcDV0/80fNs1glV5bttJEnSVqHLydWRwA09f59BU2y/KMl4kkMnP02SJGl0GBGVJEmaJSOikiRJm8nAD7T3hUU/CnwE+Id296lVdWeS59D0sfad7npGRCVJ0iiYy8rVRFh0DLgXWFtVY+1/dyaZB3weWNDBOCVJkrYIA02uJgmLvgZ4dZJvJrkkycSK2ArgB10MVJIkaUsw0OSqqlYDpwGfaleurgYOr6oDgG2AV1bVk5OFQyVJkkZZVxHRO6rqF+3ndcCeMznJQrskSRo1Xf1a8DNJXtI+Z/U64PaZnFRVa6pqaVUtnfec+R0NRZIk6ZnT1crVOcDngABfrKqvdnRdSZKkLYoRUUmSpFkyIipJkrSZdBURXQ38IbATcGtVrew5bgnwlarab6rrGRGVJEmjoKuI6G7A5e3y2A5JepfJPgxsN4fvkSRJ2mIMtHLVRkSPBxYkORi4FNgryQKaidb97XEvBx4HHuxmuJIkScOtq4joOPAC4J3AXcDDSbYF3guc0clIJUmStgBdpRhWAW+vqseSvJtmVWtn4GNV9UiSSU8yIipJkkZNV78WXAjs3UZEDwQKOBw4uX334L5J/qL/JCOikiRp1HS1cnUezXNXLwC+Aaytqk9M7EwyXlUndfRdkiRJQ8uIqCRJ0iwZEZUkSdpMZnRbsC8YeilwLDCPJrOwHNgV+G/AjsA3q+qPk7yj3QewALilNy7az4ioJEkaBTNdueoNhm4PXFBVR9D0q44CPgR8oKqWAc9PMlZVF1fVWHvOjcAnJr+0JEnS6Jh25WqSYOgxVfVQu3sxsB54MfCtdtt6YH7P+bsCS6rKB6okSdLIm3ZyVVWrk9wOjFXV+ya2JzkIWFhVNye5EliV5Gaalawzey5xMnBxt8OWJEkaTgM90J5kEXARcAJAVZ0LXAOcBFxWVT9vj3sWcBhNwX2y66xIsi7JuiefeHSQoUiSJA2VWU+u2tfaXAGcWVX39ey6DdgduKBn2zKaB9kn7T0YEZUkSaNmkJWrE4H9gbOSjCeZ+EXge2gedH+i5yGURgcAACAASURBVNgjgRvmOEZJkqQthhFRSZKkWTIiKkmStJl09W7BOTMiKkmSRsGMVq6SzE9yffuM1euTLElyY8/+97f7xpPcneTMJHsk+bsktyV576b7J0iSJA2PQQrt48BlNKV2AKpqVU+N/TvAp4FTgD+tqn2BI5Ms7nDckiRJQ2nayVVbaL8QOC7JOM37A5cDj01y7EuBH1bVA8BPgH2SLAGeDTzS4bglSZKG0lwK7ZMd/i5gVfv5K8A7gecD1wP/3H9wkhXACoB5O7qwJUmStnyd/VowyQJgp6q6t910BvB/V9VZwHbAK/rPMSIqSZJGTZcphqOBq3v+fhGwW5LfoImODkdQS5IkaRPqcnLVX2NfRfPw+0PA/TS3BiVJkkaahXZJkqRZmqrQbkR0EkZEJUnSoGY0uUoyH7iK5jbipcCxwDzgcWB5Vf2yTS5cWVXL2nPeDxzaXmJn4LKqOq/j8UuSJA2VQSKi2wMXVNURwIPAUUkWMrOwqCRJ0kibduWqjYgeDyxIcjBwTFU91O5eDKwHnqQJi35hkvN7w6KSJEkjbS4R0YOAhVV1c8+2yS7RGxZ9GiOikiRp1AyUYkiyCLgIOGGa4/rDok9jRFSSJI2aWU+ukmwLXAGcWVX3TXN4f1hUkiRppA2ycnUiTXH9rCTjSZZPcWx/WFSSJGmkGRGVJEmapakiol2+/kaSJGmr12mhvS82uhr4Q2An4NaqWjnVuRbaJUnSKOh65ao3NrobcHm7ZLZDkkmXziRJkkZJZytXk8RGLwX2anMMuwH3d/VdkiRJw6qzyVV/bDTJC2h+LfhO4C7g4f5zjIhKkqRRsykfaF8FvL2qzgHuplnVehojopIkadRsysnVQmDvJPOAA4HhaD5IkiRtQptycnUesAZ4FFgErN2E3yVJkjQUjIhKkiTNkhFRSZKkzWTgXwv2B0Or6qokHwOuqaovtccsAa6sqmXTXc+IqCRJGgVzSTFMBEPPBkiyDNi5Z2K1ELgM2H7Oo5QkSdpCDHRbsA2GXggcl2Q8yWLgE8APkhzdHvYksBx4rJORSpIkbQEGmlxV1WrgNOBT7atuXgt8DzgfOCDJqVX1WFU9OtV1kqxIsi7JuiefmPJQSZKkLUJXD7TvB6ypqgeBzwKHzeQkI6KSJGnUdDW5ugfYo/28FLivo+tKkiRtUbp6t+AlwCeTHAtsA7ypo+tKkiRtUYyISpIkzZIRUUmSpM1kRrcF+4KhlwLHAvOAx2lyC9sDlwM7AbdW1cok/wr4h/Y/gFOr6s6NfcewREQNiEqSpLmY6crVRDB0jGYidUFVHQE8CBwFvAW4vF0e2yHJUmAfYG1VjbX/bXRiJUmSNCqmXblqg6HHAwuSHAwcU1UPtbsXA+uBHYC9kiwAdgPuB94IvDrJYcCdwMqq+udN8G+QJEkaGtOuXPUHQycmVkkOAhZW1c3A/wReALwTuAt4GPh74PCqOoDmF4Sv7L+2EVFJkjRqBn39zSLgIuCEdtMq4O1VdQ5wN81K1x1V9aN2/zpgz/7rGBGVJEmjZtaTqyTbAlcAZ1bVRCx0IbB3knnAgUABn0nyknbb64DbOxqzJEnS0Bpk5epEYH/grPalzcuB84A1wKPAImAtcA7wGeA24BtV9dVuhixJkjS8jIhKkiTNkhFRSZKkzWTgdwv2hUVXA3/I0yOiC+kLi051PSOikiRpFMxl5ao3LLobG0ZEJwuLSpIkjbSBVq4mCYteyoYR0Z9Msk2SJGmkDbRy1R8WBcbZMCI6WVhUkiRppA38zFWfiYjoY0neTbOq9bJJtq3pPSnJCmAFwLwdF3c0FEmSpGdOV78WnCwiOtm2p7HQLkmSRk1Xk6vJIqKTbZMkSRppRkQlSZJmyYioJEnSZtJVRPSjwEeAf2h3nwp8H/gssDvwI+D3q+pXG7veMEREDYhKkqS56ioiei+wtqrG2v/uBI4Cbq+ql9GkGI6e82glSZKGXFcR0a8Br05yGHAnsJImIvrbSZ4L/Dbw37sZsiRJ0vDqKiJ6NXB4VR0AbAO8Evhue/g7gcd56pahJEnSyOoqInpHVf2i/bwO2BPYF/hQVd2R5A3AmcD/03uSEVFJkjRquvq14GeSvKQNhr4OuJ02Itru/3cYEZUkSVuBrlauzgE+BwT4YlV9Nck/AmuTrAG+A7yho++SJEkaWkZEJUmSZsmIqCRJ0mYyo9uCfcHQS4FjgXk0vwJcDmwPXA7sBNxaVSt7zl0CfKWq9pvqO4yISpKkUTDTlaveYOj2wAVVdQTwIE0s9C3A5e3y2A5JepfJPgxs192QJUmShte0K1eTBEOPqaqH2t2LgfXADsBeSRYAuwH3t+e+nGZ168FNMHZJkqShM+3kqqpWJ7kdGKuq901sT3IQsLCqbk7yI+BVNMHQu4CHk2wLvBd4PfDXm2LwkiRJw2bQ198sAi4C3thuWgW8vaoeS/JumpWunYGPVdUjSTZ2HSOikiRppMz614LtitQVwJlVdV+7eSGwdxsRPZAmGHo4cHKScWDfJH/Rfy0jopIkadQMkmI4EdgfOCvJeJLlwHnAGuBRYBGwtqoOqaqx9iH426rqpK4GLUmSNKyMiEqSJM2SEVFJkqTNpKt3C86ZEVFJkjQKBl65SjI/yfXtc1fHJPnf7efxJHv3HHd6klO7Ga4kSdJwm8vK1US1/ewk+9M8xH567wFJ/i3wGuDQOXyPJEnSFmOglau22n4hcFybWngN8Ook30xySZKJSdvHgf8P+IM20yBJkjTSBppcVdVq4DTgU21q4Wrg8Ko6ANgGeGWSfw88B/hT4LnA+f3XSbIiybok65584tEB/wmSJEnDo6sH2u+oql+0n9cBewIBLquqHya5DLip/6SqWkPTx+LZu+w5HE0ISZKkOegqxfCZJC9pb/29DrgduAfYo92/FLhvYydLkiSNiq5Wrs4BPkezWvXFqvpqO9F6VZIbgB2At3b0XZIkSUPLQrskSdIsTVVoNyLaw4ioJEmaqxk9c9UXDH1bkmuSXJfkqiTb9hz3sSSv6fn7kiTfSHL2phi8JEnSsJnpA+0TwdAxYHvggqo6AngQOAogyTJg56r6Uvv3G4B5VXUQsEeSPbsevCRJ0rCZdnI1STD0iqr623b3YmB9km2ATwA/SHJ0u28M+Hz7+Trg4A7HLUmSNJSmfeaqqlYnuR0Yq6r3TWxPchCwsKpuTnIi8D2aUOipSXanWeF6oD38YWD//msnWQGsAJi34+I5/lMkSZKeeYO+/mYRcBFwQrtpP2BNVT0IfBY4DPg5sF27/7mTfVdVramqpVW1dN5z5g8yFEmSpKEy68lV+wD7FcCZVTURBp0sGHorT90KfAnwgzmNVJIkaQswSIrhRJpbfGclOQu4GLgE+GSSY2neLfgm4GfAjUl+E/g94GXdDFmSJGl4bdKIaJKFwCuAG9pbhhtlRFSSJG0pNktEtH0O63eBb1fVjwGq6qc89YtBSZKkkTfw5CrJfOAqmue2VgPvAb4MXJDk5VX1UJJLgN8GvlxV5051vWe60G6dXZIkdWGgXwu2esOiDwPvrqoPAtcC+xsRlSRJW6NBUwz9YdHvtb2rQ4ADgG9gRFSSJG2FBrotOFlYNEmA5cBPgV9hRFSSJG2F5nJb8GmqcTJwB/BajIhKkqStUCeTqySnJ3lr++cC4BGMiEqSpK1QVymGNcDnk5wEfIfmGasdMCIqSZK2MkZEJUmSZmmzREQnY0RUkiRtbWY0uZokGPp14MqqWtZ33JeA91bVbUl2Bz4N/AvNi51X1hTLZEZEJUnSKJjpA+29wdBx4DKa1MKvJXkzcG9V3dZuWgm8o6peDuwG7N3FgCVJkobZtJOrSYKhO9L0rB7rOWYR8BHgp0kOA6iqs6rqrvaQ5wE/7nbokiRJw2fa24KTBUMBmmbor/0RcAXwceC8JDtU1Rfb45YD362qf+q/thFRSZI0arqKiO4HfLT9ReDnaV59Q5I9gD8BTpvsJCOikiRp1HQ1uboH2KP9vBS4r80wrAVOqKpHO/oeSZKkodbV5Op84JQkNwGHAJ8EzgB2By5KMp7k0I6+S5IkaWht0ojobBgRlSRJW4qpIqKdvbhZkiRJHUVE2wfXP0GTXPgfVfWBnnP3Av5LVb1iqu8wIipJkkZBVxHRU4A/rap9gSOTLAZI02u4ANimqwFLkiQNs04iosBPgH2SLAGeDTzSbj8e+FqXA5YkSRpmXUVEvwK8E3g+cD3wz0meBxwHHNn+twEjopIkadTM6JmrGTgD+P2qqiQXAq8AjgHOrKpf9U3Efq2q1gBrAJ69y57D8bNFSZKkOejq14IvAnZL8hvA/kABhwIfam8l7pvk3I6+S5IkaWh1tXK1iuZB98XA3wDXV9WLJ3YmGa+qszv6LkmSpKFlRFSSJGmWjIhKkiRtJgPfFuwLi17LU78IXADcApwM/EP7H8CpVXXnxq73TEZEDYhKkqSuzOWZq4mw6MSzVOcBJLmIJjK6D7C2qk6f2xAlSZK2HAPdFuwPi/YU2XcFllTVOuBlwKuTfDPJJUm6enhekiRpaA00uaqq1cBpwKeqaqyqHmp3nQxc3H7+e+DwqjqA5vU3r5zrYCVJkoZdZw+0J3kWcBhNkgHgjqr6Uft5HbDnJOesSLIuybonn3i0q6FIkiQ9Y7r8teAy4JZ6qu3wmSQvSTIPeB1we/8JVbWmqpZW1dJ5z5nf4VAkSZKeGV0+B3UkcEPP3+cAnwMCfLGqvtrhd0mSJA0lI6KSJEmzZERUkiRpM+nstmCSRcDvAt+uqh/P9vxnKiJqQFSSJHVpRitXSeYnub5tWr0tyTVJrktyVZJtkyykeWHzAcDXerpXlyT5RhJf2ixJkrYKM70tOFFjHwO2By6oqiOAB4GjaGrs766qD9K8Cmf/JG8A5lXVQcAeSTZIMUiSJI2aaW8LtjX244EFSQ4GjumJhi4G1lfVze2xh9CsXp0DnAt8vj3uOuBg4H91O3xJkqThMu3kqqpWJ7kdGKuq901sT3IQsLBnYhVgOfBT4Fc0K1wPtIc/DOzff+0kK4AVAPN2XDynf4gkSdIwGPTdgouAi4ATJrZV42TgDuC1wM+B7drdz53su4yISpKkUTPryVWSbYErgDOr6r522+lJ3toesgB4BLiV5lYgNM9s/WDOo5UkSRpyg6QYTqS5xXdWkrNoXtS8Bvh8kpOA79A8Y7UDcGOS3wR+D3jZVBfde9f5rDOLIEmStnCbtNDeJhpeAdxQVQ9OdayFdkmStKWYqtA+NK+/efYue9Yub/uvm/17jYhKkqTZmmpyNaPbgknmA1fRPKN1KXAsMA94HFheVb9sj/sYcE1VfSnJO2h+PQjNc1i3VNXKOf1LJEmShlxXEVGSLAN2rqovAVTVxVU11p5zI/CJjscuSZI0dDqJiCbZhmbydHWSo6vqCz3n7wosqSofqJIkSSNv2pWrqloNnAZ8ql2Jegg2iIi+FfgecD5wQJJTey5xMs0vCjeQZEWSdUnWPfnEo3P8p0iSJD3zuoqI7gesaX8R+FngsPa4Z7Wfxye7jhFRSZI0ajqJiAL3AHu0n5cCE9uX0TzIPhw/SZQkSdrEuoqIXgJ8MsmxwDbAm9pjjwRumMlFjYhKkqRRMDSdKyOikiRpSzHnztUcvngR8LvAt6vqx1Mde+cDj/LCM768KYczKSOikiSpSwM90A5NWDTJ9UnGk7w+ydXtL/8+3u5fCPwNcADwtSSLOxqzJEnS0Bp4csXTw6K7AZe3y2M7JFkK7AO8u6o+CFxL85yWJEnSSBvotuAkYdFLgb2SLKCZaN1fVf+nPfYQmtWrc7oZsiRJ0vAaaHJVVauT3A6MVdX7kryA5peB7wTuAh4GSBKa9wv+FPhV/3WSrABWAMzb0buGkiRpyzeX24K9VgFvr6pzgLtpVrWoxsnAHcBr+08yIipJkkZNV5OrhcDeSeYBBwKV5PQkb233LwAe6ei7JEmShlZXk6vzgDXAo8AiYG3791uS3ADMA67r6LskSZKGlhFRSZKkWXrGIqKzYURUkiSNghndFpwkGLokyY2THPelJPu2n9/fHj+e5O4kZ3Y9eEmSpGEz05WriWDo2W15fS2wfe8BSd4M3FtVtwFU1aqefVcCn+5myJIkScNr2pWrNhh6IXBcknFgR5p21WM9xywCPgL8NMlhfee/FPhhVT3Q4bglSZKG0rQrV/3B0IntTR/01/4IuAL4OHBekh2q6ovtvnfRdLA2YERUkiSNmq5SDPsBH62qB4HPA2MA7etwdqqqeyc7yYioJEkaNV1Nru4B9mg/LwXuaz8fDVzd0XdIkiQNva4mV+cDpyS5CTgE+GS7/Ujgho6+Q5IkaegZEZUkSZqlqSKiXa1cSZIkiRl2rpLMB66imYxdChxL877Ax2myDNsDlwM7AbdW1cokLwL+G0264ZtV9cdTfYeFdkmSNApmunI1EREdo5lIXVBVRwAPAkcBbwEub5fHdkiyFPgQ8IGqWgY8P8lY14OXJEkaNtOuXLUR0eOBBUkOBo6pqofa3YuB9cAOwF5temE34H7gxcC32uPWA7YWJEnSyJtLRPQgYGFV3ZzkR8CrgHcCdwEPA1cCq5LcTLO6tcG7BY2ISpKkUTPTdws+Tfu6m4uAN7abVgFvr6rHkrwbOL6qzm1Xut4DXFZVP++/TlWtAdYAPHuXPYfjZ4uSJElzMOtfCybZluZVN2dW1UQsdCGwd5J5wIHAxETpNmB34IIOxipJkjT0BkkxnAjsD5yVZDzJcuA8mhWoR4FFwNr22PfQPPz+RBeDlSRJGnZGRCVJkmbJiKgkSdJmMtAD7bBBWPQLwOH0BEO3hIioAVFJktS1uaxc9YZFD2LDYKgRUUmStNUZNMXQHxZdzIbBUCOikiRpqzPQylVVrQZOAz7VrlytpQmGvoYmGPp3PBUR7d32NElWJFmXZN2TTzw64D9BkiRpeHTyQHtVnQtcA5xEGwydbNsk562pqqVVtXTec1zYkiRJW76BH2ifxEQw9A+m2SZJkjSyukwxTBYMNSIqSZK2KkZEJUmSZsmIqCRJ0mbS5TNXc2JEVJIkjYKBV66SzE9yffvy5mOS/O/283iSvdtj3p/k75N8tLshS5IkDa+uCu33Amuraqz9784kvwscDBwArE9y+NyHK0mSNNwGmly1hfYLgeOSjAOvAV6d5JtJLknyr4BDgf9RzRPz1wLLJrmOEVFJkjRSuiq0Xw0cXlUHANsArwS2Bx5oT3kYWDLJdYyISpKkkdLVA+13VNUv2s/rgD2BnwPbtduei79MlCRJW4GuJjyfSfKSJPOA1wG3A7fSPHMFzfNZP+jouyRJkoZWVytX5wCfAwJ8saq+muRZwHlJVtO8uPmoqS6w967zWWcaQZIkbeEGnlxV1Tgw3n7+DrBP3/5/aX8h+CpgdVX94+DDlCRJ2jIMPLlKMh+4iubW4uqquirJEuArVbVfe9iOwLuqaoNfCvYzIipJkkbBXG4LTnSuzu7Z9mHah9iTLAQuo/nVoCRJ0lahk85VksVJXg48DjzYHvYksBx4rJORSpIkbQEGWrmqqtVJbgfGqup9SbYF3gu8Hvjr9pjHAJJ0NVZJkqSh11WK4QzgY1X1yGxOstAuSZJGTVeTq8OBk9tX4eyb5C9mcpKFdkmSNGo66VxV1SETn5OMV9VJXVxXkiRpS5PmvcrPvKVLl9a6deue6WFIkiRNK8mtVbV0sn2+70+SJKlDM7ot2B8MBb4OXDkRB02yP3A+TePqr6rqI0l2BW4B7mkvc0xVPbSx7zAiKkmSRsFMn7n6dTC0jYOu5elx0IuAY4EfAjcl+StgP+CDVXVxlwOWJEkaZtPeFuwPhtK80qY/Drqoqu6v5gGun7THvAw4Kcm3kvxZ5yOXJEkaQtOuXPUHQye298VBb0pyCvAw8ELgDmAR8AHgCeCrSfapqju6G7okSdLw6eqB9pXA3cApwIfaFayvV9XPqupJ4NvAnv0nGRGVJEmjppPJVTuB+n775+Xt/69NskuS5wBHAN+Z5DwjopIkaaR0EhFtnQucXk+Fs94PfA34JfDnVfX9jZ4pSZI0IoyISpIkzZIRUUmSpM2ky9uCG0iyB/ACmofbfzHVsUZEJUnSKJjRylWS+UmuTzKe5PVJliS5se+Y30ryhZ6/DwUupnmY/epORy1JkjSkOim0J/k3wH8Gnttzzm8Bv19Vj7a5hWdPt3olSZK0peuq0P4z4I2951XVnwO/TPIfgH90YiVJkrYGnRTaq2p9/7bWEuBNwHcnu3aSFcAKgHk7Lp7dyCVJkobQJv21YFX9oKreAIwl2XmS/UZEJUnSSNlkk6skX0jyb5M8C/gN4PFN9V2SJEnDYlOmGM4FPgf8iqbQ/rOpDt571/msM40gSZK2cDOaXFXVODDet21skuPGej7/PXDAXAYnSZK0pdmkEdHZMCIqSZJGwYwmV0nmA1fRPKN1KXAsMI/mOarlwInt/wEWALdU1cokS4Arq2pZ1wOXJEkaRjN9oH0iIjpGEw+9oKqOAB4Ejqqqi6tqrN1/I/CJNjZ6GT2xUUmSpFE37cpVGxE9HliQ5GDgmKp6qN29GFjfc+yuwJKqWpdkIjb6hf5rSpIkjaq5REQPAhZW1c09h59M8z5Bquqx9riNXtuIqCRJGjUDda6SLAIuAk7o2fYs4DD6flU4FSOikiRp1Mx6cpVkW+AK4Myquq9n1zKaB9mrq8FJkiRtaQZZuToR2B84K8l4kolfCR4J3NDZyCRJkrZAGZaFpqVLl9a6deue6WFIkiRNK8mtVbV0sn1GRCVJkjo0o9uCSeYnub69Dfi2JNckuS7JVUm2TfKiJF9OcmOSj/SctyTJjZtu+JIkScOlk4go8CHgA22J/flJxoyISpKkrVFXEdEXA99qt60H5gNPYkRUkiRtZTqJiCa5EliV5Gaalawzq+rn7XEbvbYRUUmSNGo6iYhW1bnANcBJwGUTE6vpGBGVJEmjZta/FpwiInobsDvwBx2NTZIkaYvTZUT0PTQPuj/R2egkSZK2MEZEJUmSZmmqiOhAz1xJkiRpcgMX2pPMB66imaCtrqqrknwMuKaqvtTu/0tgHvA4sLyqfrmx623uQrt1dkmStCnMZeXq12HRdmK1DNi5qr7U7n8zG8ZGJUmSRtqgKYZ3ARcCx7UPtS8GPgH8IMnRAFX1sar62/aUidioJEnSSBtoclVVq4HTgE+1r8R5LfA94HzggCSnThzbGxvtv06SFUnWJVn35BOPDjIUSZKkodLVA+37AWuq6kHgs8BhsGFstJ8RUUmSNGq6mlzdA+zRfl4K3DdFbFSSJGlkdTW5ugQ4LMkNwH8EPszGY6OSJEkjy4ioJEnSLBkRlSRJ2kxmFBHtC4ZeChxLTxwU+BfgH9r/AE6tqjuT3AY80m77YE+aYQNGRCVJ0iiY6crVr4OhwPZsGAfdB1jbBkXH2onV84C7e7ZtdGIlSZI0KqZduWqDoccDC5IcDBxTVQ+1uyfioC8DXp3kMOBOYCVwIE3z6uvtMW+pqp9tgn+DJEnS0Jh25ao/GDoxseqLg/49cHhVHQBsA7yS5hbhkVX174A7aCZoT2NEVJIkjZpBX3/THwe9o6p+1H5eB+xJM7m6p2/b0xgRlSRJo2bWk6uNxEE/k+QlSeYBrwNuBz4IvKbd/6Z2myRJ0kgbZOVqsjjoOcBngNuAb1TVV4EL2mO+A/wCuKyjMUuSJA0tI6KSJEmzZERUkiRpM5lRRHRzMCIqSZJGwcArV0nmJ7m+fe7q9UmubrMKH+855pIk30hydjfDlSRJGm5zuS3YW23fDbi8vfe4Q5KlSd4AzKuqg4A9kmyQYpAkSRo1g3au3gVcCByXZBx4FNgryQKaidb9wBjw+faU64CDJ7mOEVFJkjRSBppc9VfbgXHgBcA7gbuAh2neQfhAe8rDwJJJrmNEVJIkjZSuHmhfBby9qh5L8m6aV938HNiu3f9c/GWiJEnaCnQ14VkI7N0W2g8ECriVp24FvgT4QUffJUmSNLS6Wrk6D7iU5tbgN4C1NBO3G5P8JvB7wMumusDeu85nnXkESZK0hRt4clVV4zTPWlFV3wR+p/+YJGPAK4Dzq8on1iVJ0sib0eQqyXzgKprVqNXA14Erq2pZu39X4BbgnvaUY4B/Bi4HdgL+PbByqu8wIipJkkbBTJ+56m1ajdO8hHn7nv0HAh+sqrH2v4eAt9DXvupu2JIkScNp2snVJE2rHYHlwGM9h70MOCnJt5L8WbvtJ2zYvpIkSRpp094WrKrVSW4HxqrqfRPbk/Qedg3wAeAJ4KtJ9gH+J/Aqnt6+kiRJGmldpRi+XlU/q6ongW8De/JU++oc4G6a9tXTWGiXJEmjpqvJ1bVJdknyHOAI4DtM3r56GgvtkiRp1HQ1uXo/8DXgZuDPq+r7NO2rNTTvHVxE076SJEkaaanaYEHpGbF06dJat27dMz0MSZKkaSW5tS0ibMD3/UmSJHVo4EJ7X1j0WuDIdtcCmqDoGTwVEb21qoyISpKkkTeXlatfh0Wr6ryJgChwI/AJjIhKkqSt0ECTq/6waJLF7fZdgSVVtQ4jopIkaSs00G3BjYVFgZOBi9vPRkQlSdJWp7MH2pM8CziM5t2DYERUkiRthbr8teAy4JZ6qu1gRFSSJG11upxcHQnc0PO3EVFJkrTVMSIqSZI0S0ZEJUmSNpOBI6JdMyIqSZJGwYxWrpLMT3J927R6fZIlSW7s2b9Nki8luSnJCX3n7pXkb7seuCRJ0jCa6W3BX9fYaVILlwHb9+w/lf+fvXuNtqyq77z//aUCBoG6YFdKRI3SXYwnRq6jRHis0oPNLV6iRrBIi9IFjiJpJaFjMoQuDLSSqEQrKUgkQREIKonQTYR4I4hHeFDUg80lGk3Qh0qC1igSpRB4RjTk/7xY6+hmc677CnB2cAAAIABJREFUrFPs2nw/Y9Soteeca6553s0x11y/2Rxx8yLghCR7AyQJsBnYrasBS5IkDbNZJ1f9aezAUmA98GBPszHgY+31zcDkBq8NwOc6GqskSdLQm3XP1XRp7M2i1I/tCdzXXn8PWJXkacDJNBENxzGFJBuBjQBLlq4cYPiSJEnDpauvBR8C9miv92r7fTdwdlX9aLqbDBGVJEmjpqvJ1e3A2vb6YOBe4CXAe9pXiYckOb+jZ0mSJA2trqIYrgA+mWQd8DyaY3AOmKxMMl5V58zUwYH7LWPCeARJkrSLm9PkqqrG+cmBzJNlYz3XW5McQ7N69TtV9eh0bSVJkkbZoh5/k2Rf4BdoVrJ+MFPbp+y7uvY95Q8XbSz9DBGVJEmDWvDxN3MIEd0/yWeT3JHk7W3ZAcBfAC8CPp9k9w7+FkmSpKHWVYjoW2heBx4CHJdkJXAQsKGq/ifwbeC5XQ1akiRpWHUVIvovwEFJVgFPAR6oqmuArUleDqwA7ul47JIkSUOnqxDRTwO/DjwTuAn4t7Z8L+B1wFbgcZu7DBGVJEmjpqucq7OA/1pVm2jCRI8BqKoHquoUmrMFX9B/kyGikiRp1HQ1uXou8KwkPwMcBlSSi5O8uK1fDjzQ0bMkSZKGVlchoufSbHRfCfwVzavBe4ArkxRwQ1V9s6NnSZIkDa1FzbmajzVr1tTExMQTPQxJkqRZzZRz1dXK1YLdfd8OnnPWJ3bKswwQlSRJi2XgyVWSZcC1NPu2Pg4cTRPT8OWqemtPu1XAp6vq0AWOVZIkaegtZEN7b7DokcA7q2od8MwkYz3t3kvzBaEkSdLIG2jlqg0W3QAsT7KWZiP7V9vq7cCytt1LgYeBbQsfqiRJ0vAbaOWqqrYAZwKXtytXVwHnJnklcDzw2fYswbfTZGBNKcnGJBNJJh59ZMcgQ5EkSRoqneRcVdX5wKeANwFXVNVDNJOq91fVtPlWhohKkqRR01WIKMAdwLOBze3vo4E3t+cRHpLkgx0+S5IkaSh1GcXw28DmqnoEoKom09lJMl5Vb+rwWZIkSUPJEFFJkqR5milEtMvXgpIkSU96c3ot2BcYehlwErCEJmZhPU2O1Z/3llXVD9t73w98qqqun+kZJrRLkqRRMNeVq97A0D1p9lYdS5NfdTzw+inKSLIOePpsEytJkqRRMevK1RSBoSdW1f1t9Upge1Vd13PLSmB7kt2ADwCfTPKqqvp4x2OXJEkaOrOuXPUHhk5OrJIcCayoqtsm2/aVvRH4OnABcHiSM/r7NkRUkiSNmoE2tCfZB7gIOHWGskOBS6pqG/Bh4Kj+fgwRlSRJo2bek6v2WJurgbOraut0ZcA9wP7t9Rpga39fkiRJo2aQENHTgMOATUk2ARcD+0xRdinwoSQnAbsBJ3QzZEmSpOFliKgkSdI8PWEhokn2TXJ0kr0X8zmSJEnDYuCzBfuCRbcAXwCuqap1bf0BwAeBzwIXJDliMlh0KoaISpKkUbCQg5sng0XPSbICuIomYHTSQcCGqvpWkgOB5wLfXMDzJEmSht6gUQy/AVwInJxkHFhKcwzOg5NtquoaYGuSlwMraL4elCRJGmkDrVxV1ZYkdwJjVXXeZHmS/qZ7Aa+jiWF43M75JBuBjQBLlq4cZCiSJElDZVE3tFfVA1V1Ck0UwwumqDdEVJIkjZRFm1wluTjJi9ufy4EHFutZkiRJw2IhG9pncwFwZZICbqgqN7NLkqSRZ4ioJEnSPD1hIaKSJElPNnN6LThbYGhPu+uBt1fVHUn2A77ETyIYTqyq+6d7hiGikiRpFMx1z9VsgaEkeT3wraq6oy16IfC7VXVxZ6OVJEkacrO+FpxLYGiSfYD3Ad9PclRbfATwpiRfTfJ7XQ9ckiRpGM26cjXHwND/DlwN/Cnwrvag5k8B7wQeAW5MclBV3dV7kyGikiRp1HS1of1Q4I+rahvwMWCM5jXiD6rqUeD/AKv7bzJEVJIkjZquJlf3APu312tojrv5TJJ9kzwVOBb4m46eJUmSNLS6ChG9APhgkk00rwF/GbgL+BzwQ+BPDBGVJElPBoaISpIkzZMhopIkSTvJYp4tOC87K0TUAFFJkrSY5rRylWRZkpuSjCc5JcmnktyQ5Noku7dtLk3yxSTn9N37/iSvXIzBS5IkDZu5vhacTGgfo0lm31xVxwLbgOOT/DKwpKqOBPZPshogyTrg6VV1ffdDlyRJGj6DJLRfXVV/3VavBLbT5Fp9rC27AVibZDfgA8C9SV7V8bglSZKG0qyTq6raApwJXF5VY5OHLyc5ElhRVbfRrGbd197yPWAV8Ebg6zQxDYcnOaO/7yQbk0wkmXj0kR2d/EGSJElPpIG+FmzPErwIOLUtegjYo73eq+33UOCSNrX9w8BR/f2Y0C5JkkbNvCdX7Qb2q4Gzq2prW3w7sLa9Phi4l6lT2yVJkkbaIFEMpwGHAZvaRPaLgb8EbknyDOAXgSOAfwc+lOQkYDfghJk6PXC/ZUwYkyBJknZxnSW0J1kBHAPc3L4KnBcT2iVJ0q5ipoT2gUNEkywDrqV5tXgZcBKwBPiVJOur6odJVgHXVNW62fozRFSSJI2ChRx/M1v21QrgirZOkiTpSWGglas2+2oDsDzJWuDEyYgGfpJ99SiwHvh4FwOVJEnaFQw0uaqqLUnuBMaq6rzJ8r7sq8myBQ9SkiRpV9HZwc092Vevncc9G4GNAEuWruxqKJIkSU+Yhey5+rFpsq9mZYioJEkaNZ1Mrnhs9tV4kvUd9StJkrRL6SznaqHMuZIkSbuKmXKuulq5kiRJEh1uaF+onREiaoCoJElabHOaXM2Qxv4wTZbVae3/AMuBL1XV6e29q4BPV9Wh3Q5dkiRp+Mz1teCMaexVdXFVjbX1twAf6Ln3vcAe3Q1ZkiRpeM26cjXHNPbJtvsBq6pqov39UprVrXkf5CxJkrQrmnVyNZ80duDNwMVt/e7A24HXAH85Vd+GiEqSpFEz0NeCPWnsp/aU/RRwFDDeFp0FvL+qHpiuH0NEJUnSqJn35GqGNPZ1NBvZJ4OzjgbenGQcOCTJBxc6WEmSpGE3yMrVdGnsxwE3Tzaqqhf3bHK/o6retODRSpIkDTkT2iVJkuZppoR2Q0QlSZI6NPDxN0mWJbmpfTX4mrbs/Ule2V7/dJJ/aOvHkxzY1aAlSZKG1UJWriaDRc8BSLIOeHpVXd/WHwRcVVVvW+AYJUmSdhmDRjH8BnAhcHK7KrWSJpX93iSvapsdAbwiyZeTXJpkaF5BSpIkLZaBJldVtQU4E7i8/Rrwl4CvAxcAhyc5A/gKcHRVHQ7sBrysv58kG5NMJJl49JEdA/4JkiRJw2PgPVd9DgUuqaptwIdpwkTvqqrvtvUTwOr+mwwRlSRJo6arydU9wP7t9RpgK3BlkoOTLAFeDdzZ0bMkSZKGVlf7oC4FPpTkJJpXgCcAK4CPAgGuq6obO3qWJEnS0DJEVJIkaZ4MEW0ZIipJkhbbnPZc9QeGJlmV5Jae+t2SXJ/k1iSntmWHJbmxLXvrYv0BkiRJw2SuG9onA0PHgHHgCmDPnvozgNur6kXACUn2Bi4CNgBrgdcmeW5Xg5YkSRpWs06u+gNDgaXAeuDBnmZjwMfa65tpvhjcp6r+sZpNXf/S3idJkjTSZt1zVVVbktwJjFXVeZPlSXqb7Qnc115/D1gF3JrkLe3v5wB39fedZCOwEWDJ0pUD/QGSJEnDpKucq4eAPdrrvdp+Twe+AbwFeE9N8VmiIaKSJGnUdDW5up1mbxU0+7PurapHgW+2ZR/p6DmSJElDrasohiuATyZZBzwP+FJbfj7wtqlWrSRJkkZRZyGiSZ5Bs3r1maqa9ynMhohKkqRdxU4JEa2q7/CTLwYlSZKelOY0uUqyDLiWZo/WZcBJwBLgYWB9Vf0wySrgmqpa13fv84E/qKpjZnqGCe2SJGkUDBIiuiewuaqOBbYBxydZweODRUmT17CZ5jBnSZKkkTfrylUbIroBWJ5kLXBiVd3fVq8EtgOP0gSLfrzv9g3A54DjOhuxJEnSEFtIiOiRwIqquq2njJ7rpwEn00ysppxcGSIqSZJGzUA5V0n2oTk78NQZmr0bOLuqfjRdA0NEJUnSqJn314JJdgeuppk4bZ2h6UuA1e1q1iFJzq+qcwYbpiRJ0q5hkJWr04DDgE1JxpOsn6pRVR1QVWPtJvg7nFhJkqQng85CRBfKEFFJkrSrmClEtKuzBSVJksRgIaJbgC8wdWDo9cDbq+qOmcqmYoioJEkaBYOEiI4zdWDo64Fv9U2sHlcmSZI0ymadXLUhohcCJycZB5bSBIY+2NNmH+B9wPeTHDVdmSRJ0qhbSIhob7P/ThPP8KfAu5LsDbygv6yqruu9yRBRSZI0arra0H4o8MdVtQ34GDA2TdljGCIqSZJGTVeTq3uA/dvrNcDWacokSZJG2rwT2qdxAfDBJJuAR4BfBvaeokySJGmkGSIqSZI0T4aISpIk7SSDhIheBpwELAEepoll2A/4I5qYhi9X1VuT/DTw7fYfwBlVdfd0zzBEVJIkjYJBQkT3BDZX1bHANuB44D3AO9vE9mcmGQMOAq6aPLx5pomVJEnSqJh15aoNEd0ALE+yFjixqu5vq1cC24EDgK+2ZduBZcDzgFe0AaJ3A6dX1b91PH5JkqShMuvKVVVtAc4ELm9XoO4HSHIksKKqbgOuAc5N8kqalazPAl8Bjq6qw4HdgJf1951kY5KJJBOPPrKjsz9KkiTpiTLQhvb2aJuLgFMBqup84FPAm4Arquoh4K6q+m57ywSwur8fQ0QlSdKomffkKsnuNMfanF1VvcGgdwDPBja3v69McnCSJcCrgTsXOlhJkqRhN8jK1WnAYcCmJONJ1rflv02z0f2R9vc7gCtpJl1frKobFzxaSZKkIWeIqCRJ0jwZIipJkrSTDHy2YF+w6JaqujbJKuDTVXXosIWIGiAqSZJ2hoUc3DwZLHpOT9l7gT3a68kQ0bct4BmSJEm7lEGjGH4DuBA4ud3UvjLJS2mOw9nWNjuCJkT0y0kubVeyJEmSRtpAk6v+YFFgB/B24KyeZrOGiEqSJI2arlaTzgLeX1UPJJksu6uq/rW9njJENMlGYCPAkqUrOxqKJEnSE6errwWPBt6cZBw4JMkHmUOIqAntkiRp1HSyclVVL568TjJeVW9K8nzgo0CA6wwRlSRJTwaGiEqSJM2TIaKSJEk7ydDEIyxmiKgBopIkaWeZ0+SqL439MuAkYAlNrtV6YE/gI8DPArdX1entfZcCzwM+UVXndz56SZKkITPX14KTaexjNBOpzVV1LE1g6PHAG4CPtO8e906yJskvA0uq6khg/ySPi2KQJEkaNbOuXLVp7BuA5UnWAidW1f1t9UpgO7A38Pwky4FnAf8IvBH4WNvuBmAt8PfdDl+SJGm4zDq5qqotSe4ExqrqvMnyJEcCK6rqtiTfBV4O/Drwt8D3aFa47mubfw84rL9vQ0QlSdKoGWhDe5J9gIuA17ZF5wK/WlUPJvlNmpWuh/jJIc57McUryKq6BLgE4Cn7rh6OTAhJkqQFmHcUQ5LdgauBs6tqa1u8AjiwTWN/IVDA7TSvAqHZs3XvgkcrSZI05AZZuTqN5hXfpiSbgIuBd9F8RfhzwBeBq2gmbrckeQbwi8ARM3V64H7LmDAyQZIk7eIWNaE9yQrgGODmqto2U1sT2iVJ0q5ipoT2oTn+5in7rq59T/nDRenbEFFJktSlBR9/k2RZkpuSjCd5TZJVSW7pqT8syY1Jbk3y1p7yn0/y8YX/CZIkSbuGue65mgwRPad91XcVTdTCpItoUtv/Cbg1yf+mmbj9Ps2XgpIkSU8Ks65ctSGiFwInJxkHltIcefNgT7N9quofq3nH+C9tmx/wk6gGSZKkJ4WFhIj2Nrs1yVtowkKfA9zVTrT62z2GIaKSJGnUzDvnahqnA98A3gK8p+a4S76qLqmqNVW1ZslTl3U0FEmSpCdOJ5OrqnoU+Gb78yNd9ClJkrQr6mrlCuB84G1zXbWSJEkaRUOTc2WIqCRJ2lXMlHM10MHN0zxkX+AXgC9V1Q/me//d9+3gOWd9oqvhPIYhopIkaWfpKkT0AOAvgBcBn0+ye5L/2bYfT/KNJGcv0t8gSZI0NLoKET0I2FBV30pyIPDcqjp3sjLJNcCfdTVoSZKkYdVJiGhVXQNsTfJyYAVwT8/9LwD+qaru63bokiRJw6erEFFojrl5HbAV6N0l/xvAuf2N2z4MEZUkSSOlsyiGqnqgqk4BdgNeAJBkOfCzVfWtae4xRFSSJI2UTiZXSS5O8uL253Lggfb6VcAnu3iGJEnSrqCrKIYLgCuTFHBDVU2mtR8HvLejZ0iSJA09Q0QlSZLmaaeEiC6UIaKSJGkUdBIi2rb5+SQf7/n9giQ3J7kryWldD1ySJGkYzXVD+2SI6BgwDlxBT4hokv8I/D7Q+8nf2cCvAIcCv9XBWCVJkoZeJyGiwA+A1/bd+i80k7LnAv/cxWAlSZKGXScholW1vb8M+DjwcuBY4H9P1bchopIkadQs5ob2/1pVJwAkuS7JJ6rq73obVNUlwCUAT9l39XB8tihJkrQAizm5OqhNaAf4BR57JI4kSdJI6uz4mym8B/gazVmD11XV3y/isyRJkoaCIaKSJEnzNFOI6GKuXJFknyTHJPkPi/kcSZKkYTHwnqsky4BraSZolwEnAUuAh2miGvYE/gr4BLA5yUur6v7p+lushHbT2SVJ0s60kJWr3mDRPYHNVXUssA04HjgI+M2q+l3gM8BhCxyrJEnS0Bto5aoNFt0ALE+yFjixZ1VqJbC9qm5r274YOBx4RwfjlSRJGmoDTa5mCBY9EljRM7EKzSvC7wM/6u/HEFFJkjRqOtvQnmQf4CLg1MmyarwZuAv4pf57quqSqlpTVWuWPHVZf7UkSdIup5PJVZLdgauBs6tqa1v2tiRvbJssBx7o4lmSJEnDrKuVq9NoNqxvSjKeZD3NsTZvSHIzzVeEN3T0LEmSpKFliKgkSdI87ZQQ0ST7Jjk6yd5d9SlJkrSrmdPXgn2BoVuALwDXVNW6tv4A4IPAZ4ELkhwBPB34M+DfgXuA02uGZTJDRCVJ0iiYaxTDZGDoOUlWAFfRBIdOOgjYUFXfSnIg8FzgjcCvVdXfJvkUcCDNV4OSJEkja9bJ1RSBoafQZFd9fLJNVV2T5KeTvBxYAdxTVZt6unka8M+djlySJGkIzTq5miEwtL/pXsDrgK1A9bRbD3ytqr7Tf4MhopIkadR0tqG9qh6oqlOA3YAXACTZH/gt4Mxp7jFEVJIkjZSuQkQvbs8QhDYwtGdv1qlVtaOL50iSJA27gc4WnMIFwJVJCrihqr6Z5D3As4GL2leI51bV5zt6niRJ0lAyRFSSJGmedkqIqCRJkrp7LbhghohKkqRRMKeVqyTLktzUHsr8miSrktzSU79bkuuT3Jrk1OnKJEmSRt1cXwtOJrSPAePAFTw2of0M4PaqehFwQnu+4FRlkiRJI23WyVWb0H4hcHKScWApTUL7gz3NxoCPtdc3A2umKZMkSRppXSW07wnc115/D1g1TdljmNAuSZJGTVdfCz4E7NFe79X2O1XZY5jQLkmSRk1Xk6vbgbXt9cHAvdOUSZIkjbSuohiuAD6ZZB3wPOBLNK8E+8umdeB+y5gwNkGSJO3i5rRyVVXjvfut2rKxnuutwDHArcDRVfXoVGVdDVqSJGlYzWnlKsky4FqaydhlwEnAEuBhmi8H9wQ+CPws8J+B0wGq6jtJxoD/D7h+pmcYIipJkkbBIDlXewKbq+pYYBtwPPAG4CPtGTt7J1kD0L4SfHpVzTixkiRJGhWzrly1OVcbgOVJ1gInVtX9bfVKYDuwN/D8JMuBZwH/mGQ34AM0+65eVVUfX5S/QJIkaYjMunJVVVuAM4HLq2pscmKV5EhgRVXdBvw/wM8Bvw78LU2u1RuBrwMXAIcnOWNx/gRJkqThMVAUQ5J9gIuAyTMDzwV+tareAXyDZqXrUOCSqtoGfBg4aop+NiaZSDLx6CM7BhmKJEnSUJn35CrJ7sDVwNntF4EAK4ADkywBXggUcA+wf1u/Btja35chopIkadQMknN1GnAYsCnJJuBi4F00XxH+HPBF4CogwIeSnATsBpzQyYglSZKGWKrqiR4DAGvWrKmJiYknehiSJEmzSnJ7m5LwOF0dfyNJkiS6CxE9rf0fYDnNUTdvBr7d/gM4o6runu4ZhohKkqRR0EmIaFVd3MY0jAG30ORbHQRcNVk+08RKkiRpVHQVIjrZdj9gVVVNJPlvwCuSHAXcDZxeVf/W+V8gSZI0RLoKEZ30ZpqvBwG+QnNg8+E0Xwu+rNORS5IkDaGuQkRJ8lM0QaHjbdFdVfXd9noCWD1FP4aISpKkkdJViCjAOuBL9ZNshyuTHNwGi74auLO/L0NEJUnSqBlk5ao3RHQ8yeRXgscBN/e0ewdwJXAH8MWqunFBI5UkSdoFGCIqSZI0T4aISpIk7SSDnC24KAwRlSRJo2BOK1dJliW5qd1j9Zokq5Lc0lP/P9u68STfSHJ2kt2SXJ/k1iSnztS/JEnSqBgkoX0cuIImqR2Aqjq3J6H9b4A/A84Abq+qFwEnJNm7w3FLkiQNpVknV21C+4XAyUnGgaU05wg+OEXbFwD/VFX3AWPAx9qqm4EpN31JkiSNkln3XFXVliR3AmNVdd5keZKpmv8GcG57vSdwX3v9PWBVf+MkG4GNAEuWrpzPuCVJkoZSZ18LJlkO/GxVfastegjYo73ea6pnGSIqSZJGTZdRDK8CPtnz+3ZgbXt9MHBvh8+SJEkaSl1GMRwHvLfn9xXAJ5OsA54HfKnDZ0mSJA2lRU1oT/IMmtWrz1TVjCczm9AuSZJ2FTMltA/N8TdP2Xd17XvKH3beryGikiSpazNNrub0WjDJMuBamj1alwEnAUuAh4H1VfXDtt37gU9V1fVJfhr4dvsP4IyquntBf4kkSdKQGyREdE9gc1UdC2wDjgdo91Y9vaqub+85CLhqMlzUiZUkSXoyGCRE9Oqq+uu2eiWwPcluwAeAe5O8qq07AnhFki8nubRdyZIkSRpps06uqmoLcCZwebsCdT9AkiOBFVV1G/BG4OvABcDhSc4AvgIcXVWHA7sBL+vvO8nGJBNJJh59ZMb97pIkSbuEgXKukuwDXARMHsh8KHBJVW0DPgwcBdxVVd9t6yeA1f39GCIqSZJGzbwnV0l2B64Gzq6qrW3xPcD+7fUaYCtwZZKDkywBXg3c2cF4JUmShtog+6BOAw4DNiXZBFwMXAp8KMlJNK8ATwBWAB8FAlxXVTd2M2RJkqThNTQ5V4aISpKkXcWCc652hrvv28FzzvpE5/0aIipJknamOe25SrIsyU1JxpO8JsmqJLdM0e75Sf66vT4syY1Jbk3y1q4HLkmSNIwGCREdpzmUec/eBkkCbKbZcwXN14QbaM4WfG2S53YwXkmSpKE2SIjoUmA98GBf0w3A53p+71NV/1jNpq5/ae+TJEkaabPuuaqqLUnuBMaq6rzJ8mah6sfXTwNOBo5r/wHcmuQtwPeA5wB39fedZCOwEWDJ0pWD/g2SJElDY6AQ0Sm8myb36kc9ZacD3wDeArynpvgs0RBRSZI0arr6WvAlwOp2NeuQJOdX1TlJvtnWf6Sj50iSJA21TiZXVXXA5HWS8ao6p/15PvC2qVatJEmSRpEhopIkSfM0U4hoV3uuJEmSxAJeCyZZBlxLM0H7Y+B9wLfb6jOA7wB/AqwE/gE4rW/D+2OY0C5JkkbBQlaueoNFvwVcVVVj7b+7gbcB/6ut/y7w+oUOVpIkadgNtHLVBotuAJYnWUsTHvqKJEcBd9PEMBwAfLC9ZTtg1oIkSRp5A61cVdUW4Ezg8nZl6pPA0VV1OM3xNy8D/hdwVpJjgNOAj/f3k2RjkokkE48+smPAP0GSJGl4dJVzdVdV/Wt7PQGsrqr3Jfka8N9oXh/e239TVV0CXALwlH1XD8dni5IkSQvQ1deCVyY5OMkS4NXAnW35HcDzgd/p6DmSJElDrauVq3cAHwUCXFdVN7blpwCfqKrvdPQcSZKkoWaIqCRJ0jwZIipJkrSTzOm1YF9g6GXAScAS4GFgPfDvNAGiPw4RbbOuSPI24JGqumimZyxGiKgBopIkaWeb68pVb2DonsDmqjoW2AYcDxzE40NESfKfgFcC7+985JIkSUNo1slVGxh6IXByknHg6qr667Z6JU1A6BE0IaJfTnJpkskVsT8F/g74lfZLQkmSpJE26+SqPzC0qu4HSHIksKKqbgO+Ql+IaJL/DDyVJoZhL+CC/r4NEZUkSaNm0ONv9gEuAl7bFj0uRJQmluGKqvqnJFcAt/b3Y4ioJEkaNfP+WjDJ7sDVwNlVtbUtnipE9B5g/7Z+DbD1cZ1JkiSNmEFWrk4DDgM2JdkEXMwUIaLtROvlSW4G9gbe2NGYJUmShpYhopIkSfO0U0JEk+yT5Jgk/6GrPiVJknY1A58t2BcsugX4beATwOYkLwW+zzTBolMxRFSSJI2ChRzcPBksek6SlwC/WVW3JVlBsyfrfppg0bd1MVBJkqRdwUCvBacIFv16O7F6MXA48EWmDxaVJEkaWQNNrqYKFk0SmnMGvw/8iCmCRTsasyRJ0tDqbEN7Nd4M3AX8Ek2w6Hfb6slg0ccwoV2SJI2aTiZXSd6WZDLHajnwAFMHiz5GVV1SVWuqas2Spy7rYiiSJElPqK72QV0CfCzJm4C/AW4A7qMvWLSjZ0mSJA0tQ0QlSZLmaaeEiEqSJGmOrwX7AkMvA04ClgAP03whuAfw531lewIfAX4WuL2qTp/pGYaISpKkUTDXlavJwNAxmknT5qo6FtgGHA+8foqyNwAfaZfM9k4y5dKZJEnSKJl15apxaTQlAAAgAElEQVQNDN0ALE+yFjixqu5vq1cC26vqup5bVgLbgb2B5ydZDjwL+MdORy5JkjSEZp1cVdWWJHcCY1V13mR5kiOBFVV121RlSb4LvBz4deBvge91PXhJkqRhM+jxN/sAFwGnzlB2LvCrVfUO4Bs0q1/9/RgiKkmSRsq8J1dJdgeuBs6uqq3TlQErgAPbENEXAo/LfDBEVJIkjZpBVq5OAw4DNiUZT7J+mrJ30YSL7gD2Aa7qaMySJElDyxBRSZKkeTJEVJIkaSdZtBDRqvphe+8q4NNVdehMzzBEVJIkjYLFDBGd9F6ayZckSdLIW8wQUZK8lGYla1uno5YkSRpSixkiujvwduA1wF92PnJJkqQhNKc9V/16AkNfO0PZWcD7q+qBJNP1sxHYCLBk6cpBhiJJkjRUFjNE9GjgzUnGgUOSfLC/L0NEJUnSqBlk5ao3MHQTcDFNSOhjyqrqxZM3JBmvqjd1MWBJkqRhZoioJEnSPBkiKkmStJMMtKF9MRgiKkmSRsHAK1dJliW5qT2o+cQk/9Bejyc5sG1zR0/ZMd0NW5IkaTgtZOVqMrX9nCSHAVdV1dsmK5M8DfhGVZ200EFKkiTtKgbNuepPbf8c8IokRwF3A6cDLwQOT/IFmsT2N1TVD7oZtiRJ0nAa6LVgVW0BzgQub88b/CRwdFUdDuwGvAz4NnBcVf3fwF00k7HHSLIxyUSSiUcf2THgnyBJkjQ8uvpa8K6q+m57PQGspplc3dNX9hiGiEqSpFHT1eTqyiQHJ1kCvBq4E/hd4JVt/QltmSRJ0kjrKorhHcBHgQDXVdWNSb4G/GWS3wO+CFzR0bMkSZKGlgntkiRJ8zRTQvvIhogaICpJkp4IXYWIvqYte3+SV/a0uTTJF5Oc08VgJUmSht1CNrRPhoiOVdW1SdYBT6+q6wGS/DKwpKqOBPZP8rivBSVJkkbNQJOrNkT0QuDkduVqJfAB4N4kr2qbjQEfa69vANYucKySJElDb6A9V1W1JcmdwFhVnZfkNODrwAXAGUmeDewJ3Nfe8j3gsP5+kmwENgIsWbpykKFIkiQNla5yrg4FLqmqbcCHgaOAh4A92vq9pnqWIaKSJGnUdDW5ugfYv71eA2wFbucnrwIPBu7t6FmSJElDq6sohkuBDyU5ieZswROAHwC3JHkG8IvAER09S5IkaWgtaohokhXAMcDN7SvDaRkiKkmSdhVPWIhoVX2fn3wxKEmSNPLmNLlKsgy4lmaP1mXAScAS4GFgPbAf8EfAUuDLVfXW9r5LgecBn6iq82d6hgntkiRpFMx1Q/uPA0NpIhY2V9WxwDbgeOA9wDurah3wzCRjhohKkqQno1lXrtrA0A3A8iRrgROr6v62eiWwHTgA+Gpbth1YxtQhon/f2cglSZKG0KwrV1W1BTgTuLw96uZ+gCRHAiuq6jbgGuDc9lzB44HP8vgQ0VX9fSfZmGQiycSjj+zo5A+SJEl6Ig16/M0+wEXAqQDtfqpPAW8CrqiqhzBEVJIkPQnNe3KVZHfgauDsqtraU3UH8Gxgc/vbEFFJkvSkM8jK1Wk05wRuag9tXt+W/zbNRvdH2t9/CbwhyWbgdUB3nwJKkiQNKUNEJUmS5skQUUmSpJ1kUSdX82GIqCRJGgVz2nOVZFmSm9o9Vqck+VSSG5Jc225wJ8mlSb6Y5Jye+x5XJkmSNMo6SWifKo3dhHZJkvRk1FVC+3/h8Wnsh05R9piE9iQbgY0AS5auXNAfIkmSNAy6SmifKo191oR2Q0QlSdKoGWhDe09C+2vboqnS2GdNaJckSRo1XSW0T5XGbkK7JEl60hlk5ao3oX0TcDFNGvstSZ4B/CJwBFBTlE3rwP2WMWF8giRJ2sV1ltA+VRq7Ce2SJGkULTihPcky4Fqa14hbgC8A11TVusk2VfX9JF8HrgSOSfJs4M+AfweOTnJ6zTCTM0RUkiSNgkFyrsaBK2i+BvyxJAE2A7u1RacDv1ZVLwWeBRzYwXglSZKG2qyTqzbn6kLg5CTjwFJgPfBgX9MNwOcmf1TVpqr62/bn04B/7mLAkiRJw2zW14JVtSXJncBYVZ03Wd4sVP34+mnAycBx7b/euvXA16rqO/19GyIqSZJGTVcHN7+bJprhR32Trv2B3wKOnuqmqroEuATgKfuu7mZnvSRJ0hOoq8nVS4DV7cTqkCTnA+8DrgJOraodHT1HkiRpqHUyuaqqAyavk4xX1TlJ3gM8G7ionXSdW1Wf7+J5kiRJw6qznKuFMudKkiTtKmbKufK8P0mSpA51tecKeFzY6GXAScAS4GFgfVX9cLp7DRGVJEmjoOuVq96w0T2BzVV1LLANOL7jZ0mSJA2dzlau2rDRDcDyJGuBE6vq/rZ6JbC9q2dJkiQNq84mVzOEjR4JrKiq27p6liRJ0rDqdM9VvyT7ABcBr52m3oR2SZI0Uhbta8EkuwNX0yS3b52qTVVdUlVrqmrNkqcuW6yhSJIk7TSLGcVwGnAYsCnJeHvGoCRJ0kgzRFSSJGmeDBGVJEnaSea0ob0vHHQL8AXgmqpa19fu+cAfVNUxSfYDvgTc01b3RjM8jiGikiRpFMz1a8HJcNBzkqwArqIJCf2xNKczbwZ2a4teCPxuVV3c1WAlSZKG3ayvBdtw0AuBk5OMA0uB9cCDfU03AJ/r+X0E8KYkX03ye90MV5IkabjNOrmqqi3AmcDlVTVWVVurakdvmyRPA04G3ttT/ClgDHgBcGSSgzobtSRJ0pDqakP7u2nyrH7UU/aFqvpBVT0K/B9gdf9NSTYmmUgy8egjO/qrJUmSdjldTa5eArynfW14SJLzgc8k2TfJU4Fjgb/pv8kQUUmSNGo6Of6mqg6YvE4y3m58P4pmD9YPgT+pqm928SxJkqRhZoioJEnSPBkiKkmStJMMEiJ6GXASsAR4mCaWYQ/gz3vLquqHSVYxRdjoVAwRlSRJo2CuK1eTIaJjNOGhm6vqWGAbcDzw+v6yNmz0CvrCRiVJkkbZrCtXbYjoBmB5krU89hiblcD2qrqu55aVwHbgUZpVrY93O2RJkqThNevkqqq2JLkTGKuq8ybLkxwJrKiq22Yp63bEkiRJQ2ygKIYk+wAXAa+dqWwO/WwENgIsWbpykKFIkiQNlXl/LZhkd+BqmkT2rdOVzYUhopIkadQMEsVwGnAYsCnJeJL105RJkiQ96RgiKkmSNE+GiEqSJO0knZwt2AVDRCVJ0iiY08pVkmVJbmr3U70myaokt/S1+fkkj8u0SnJsksu6GrAkSdIwGyShfZy+5PUk/xH4feAxn/wl+RngfYBhV5Ik6Ulh1slVm9B+IXByknFgKU3y+oM9zX7A1PlW/wP46MKHKUmStGuYdXJVVVuAM4HLq2qsqrZW1Y6+Ntur6l97y5IcABwEXDVd30k2JplIMvHoIzumayZJkrTLWMyvBX+fZlI2LUNEJUnSqFmUrwWTPAM4ALgc+BngOUneUlV/tBjPkyRJGhaLMrmqqu8APw+Q5DnAeU6sJEnSk4EJ7ZIkSfM0U0L7SIaIGiAqSZKeKJ2FiLbtnp/kr3t+TxksKkmSNKo6CREFSBJgM7Bb+3vKYFFJkqRR1lWIKMAG4HM9v6cLFpUkSRpZs+65qqotSe4ExqrqvMnyZqHqx9dPA04Gjmv/UVXb+9v1S7IR2AiwZOnKQcYvSZI0VLoKEX03cHZV/Wg+NxkiKkmSRk1XXwu+BFjdrlIdkuT8qjqno74lSZJ2GZ1MrqrqgMnrJONOrCRJ0pOVIaKSJEnzNFOI6GIe3CxJkvSkM6fXgkmWAdfSTMYuA04ClgAP08Qy/Dvw7fYfwBlVdXd77x7A16pq/5meYUK7JEkaBYOEiO4JbK6qY4FtwPHAQcBVVTXW/ru7595zgH07HLMkSdLQmnXlqg0R3QAsT7IWOLGq7m+rVwLbgSOAVyQ5CrgbOL2q/i3J/0Uz8frSooxekiRpyMy6clVVW4AzgcvbVan7AZIcCayoqtuArwBHV9XhNMffvKy9/b3Ar0/Xd5KNSSaSTDz6yI4F/imSJElPvIE2tCfZB7gIOLUtuquqvtteT9BkXr0R+HxV/b/T9WOIqCRJGjXznlwl2R24miaRfWtbfGWSg5MsAV4N3EmzF+uX2vMID0nyVx2NWZIkaWgNEiJ6GnAYsCnJJuBi4B3AR4EA11XVjcCNkze0waKv6GC8kiRJQ80QUUmSpHnaKSGiSfZNcnSSvbvqU5IkaVczSIjoFuALwDVVta6tPwD4IPBZ4IIkR1TVD9u65wN/UFXHzPQMQ0QlSdIomOueq8kQ0XOSrACuogkTnXQQsKGqvpXkQOC5wDeTBNhME88gSZI08mZ9LdiGiF4InNx++beU5sibByfbVNU1wNYkLwdWAPe0VRuAz3U8ZkmSpKE168pVVW1JcicwVlXnTZY3i1KPsRfwOmArUEmeBpwMHNf+e5wkG4GNAEuWrhxg+JIkScOlsw3tVfVAVZ1C8wrwBcC7abKwfjTDPYaISpKkkdLJ5CrJxUle3P5cDjwAvAR4T0+I6PldPEuSJGmYDRIiOpULaFLaC7ihqr4JHDBZ2YaIntPRsyRJkoaWIaKSJEnztFNCRCVJktTda8EFM0RUkiSNgjmtXCVZluSmJONJXpNkVZJbeur3T/LZJHckeXtbtluS65PcmuTUxfoDJEmShslcXwtOJrSPAePAFTw2of0twO9U1SHAcUlWAmcAt1fVi4ATPHNQkiQ9GXSS0A78C3BQklXAU2iiGMaAj7X1NwOP2/SVZGOSiSQTjz6yYwF/hiRJ0nDoKqH908CvA88EbgL+jWZl6762/nvAqin6vgS4BOAp+64ejs8WJUmSFqCrDe1nAa+rqkpyIXAM8BCwB7CD5michzp6liRJ0tDqKorhucCzkvwMcBhQwO3A2rb+YODejp4lSZI0tLpauTqXZqP7SuCvaF4N/h3wySTrgOcBX5qpgwP3W8aEEQqSJGkXt6gJ7UmeQbN69ZmqmnHHugntkiRpVzFTQvvQHH/zlH1X176n/GEnfRkiKkmSFtNMk6s5vRZMsgy4lmaP1mXAScAS4GFgfVX9MMmlNK//PlFV57f3/Hl/uwX/NZIkSUNskBDRPYHNVXUssA04PskvA0uq6khg/ySrgdf3t+t89JIkSUNm1pWrNkR0A7A8yVrgxKq6v61eCWwH/gs/CQy9AVhbVe/v6WaynSRJ0kibdeWqqrYAZwKXV9XY5MQqyZHAiqq6jRkCQ/vaPYYJ7ZIkadQMlHOVZB/gImDyQObJwFBoAkN/app2j1FVl1TVmqpas+SpywYZiiRJ0lCZ9+Qqye7A1cDZVbW1LX5cYOg07SRJkkbaICGip9GksG9Ksgm4GPhL4JY21+oXgSOmaldVfzFdp4aISpKkUdBZzlWSFTRnCt5cVdvme78hopIkaVex4JyraTrtzb76OHA0sBR4IfDWJD8NfLv9B3BGVd09XX9337eD55z1iUGH82MGiEqSpCfSQg5u7s2+OhJ4Z1WtA56ZZAw4CLiq/cJwbKaJlSRJ0qgYaOVqiuyrlcBX2+rtwDKatPZXJDkKuBs4var+beFDliRJGl4DrVz1Z18BVwHnJnklTRL7Z4GvAEdX1eHAbsDLOhmxJEnSEBt4z1Wv9izBtcBvA1dU1UNJ7qqqf22bTACr++9LshHYCLBk6couhiJJkvSEWsieq353AM8GNre/r0xycJIlwKuBO/tvMERUkiSNmk5Wrlq/TXNQ8yPt73cAHwUCXFdVN3b4LEmSpKHUWc7VQplzJUmSdhUz5Vx1+VpQkiTpSa/L14ILYoioJEkaBV0ltH8GOK6tWg58iWaD+/resqo6ffChSpIkDb+FrFxNJrSf0/5+F0CSi2jiGCZoDnX+cdlCBipJkrQr6Cqh/cSquj/JfsCqdmI12fZxZZIkSaNqoMlVVW1JcicwVlXn9VS9mXa1apYywBBRSZI0ejr7WjDJTwFHAeMzlfUyRFSSJI2aLqMY1tFsWq9ZyiRJkkZWl1EMxwE3z6FsSgfut4wJYxQkSdIubuDJVVWN0/O6r6r+xxRtHlcmSZI0ygwRlSRJ6tCc9lwlWZbkpiTjSV6TZFWSW3rqd0tyfZJbk5zalj27bX9TkkuSZLH+CEmSpGEx1w3tk4GhYzSvAq8A9uypPwO4vapeBJyQZG/gdODXquqlwLOAA7satCRJ0rCadXLVBoZeCJycZBxYSnOszYM9zcaAj7XXNwNrqmpTVf1tW/Y04J87GrMkSdLQmnXP1XSBoX1v+fYE7muvvwes6mm3HvhaVX2nv29DRCVJ0qjpKufqIWCP9nqvyX6T7A/8FnDmVDcZIipJkkZNV5Or24G17fXBwL1JVgBXAadW1Y6OniNJkjTUuopiuAL4ZJJ1wPOALwG/BzwbuKh9hXhuVX2+o+dJkiQNpXR1Mk2SZ9CsXn1mkJWqNWvW1MTERCdjkSRJWkxJbq+qNVPWDcuxf0/Zd3Xte8ofLrgfQ0QlSdJim2lyNfBrwSTLgGtp9m19huYcQYDlNIc1n55kFXBNVa0b9DmSJEm7koXsuZoMFj2n/f0ugCQXAVe0G9r7w0YlSZJG2kBfC/YHiyZZ2ZbvB6yqqgngUR4fNipJkjTSBlq5mi5YFHgzcHHb5kF4XNjoYxgiKkmSRk1XOVck+SngKJqzB+fEEFFJkjRqOptcAetoNrIPx+eHkiRJT4AuJ1fH0RzaLEmS9KQ1NDlXhohKkqRdxUw5V12uXEmSJD3pzelrwb7A0MuAk4AlwMM0cQv7AX8ELAW+XFVv7bl3FfDpqjp0pmfcfd8OnnPWJwb5Gx7DhHZJkvREmuvK1WRg6BhNKOjmqjoW2AYcD7wHeGebxP7MJGM9974X2KOzEUuSJA2xWVeu2sDQDcDyJGuBE6vq/rZ6JbAdOAD4alu2HVjW3vtSmtWtbR2PW5IkaSjNunJVVVuAM4HLq2pscmKV5EhgRVXdBlwDnJvklTQrWZ9NsjvwduCs6fpOsjHJRJKJRx/Z0cGfI0mS9MQa9PibfYCLgFMBqup84FPAm4ArquohmknV+6vqgen6MURUkiSNmnlPrtoVqauBs6tqa0/VHcCzgc3t76OBNycZBw5J8sEFjlWSJGnoDbJydRpwGLDp/2fv7oP+rOp7378/ZgfkMQlMjJGHQnrC2XUDBSZUmBK5cYS4d6dlfEDoSIs8nKRu0epWt3ACRiqKUKUNVNCIVawc9sG0VFEQq3Af2FDoBEXrE3Pg1IziyYAgIGbmoPR7/riuW3/5ced+vBJ+94/3ayaT67fWuq617v/WrGtdn9Ue2nxqW/4emo3uWwGq6pXta8QR4P6qOqeTEUuSJA0wQ0QlSZKmyRBRSZKknWQmIaLrgbuBjW2uFUn2A+4FHmxvOQV4A03AKMBCmkOd12yvjy5CRA0QlSRJz7cpTa74TYjoBUkWAdfThImOeQXwwaq6uqfs6vYfSa4Eru1gvJIkSQNt0teCbYjoFcDp7Zd/e9OsSD3V0+wY4Jwk30jyob779wOWVJUbqiRJ0tCbSYjo5qrqT/y8BRgBjgaOTXJ4T91baVew+hkiKkmShk1XG9rvrqqfV9WzwDeB5QBJXgScAIyOd5MhopIkadh0Nbm6NcnSJLsDJwHfactX0mxkH4y8B0mSpB1sqhvaJ3MRcDvwDPDxqnqgLV8F3NFRH5IkSQPPEFFJkqRpMkRUkiRpJ5lJiOingdOAecAvgFOr6pm23VXALVV1U5KDgb+hiW74l6p610R9GCIqSZKGwVRXrsZCREdowkMvr6qTgC3AawCSrAReWlU3tfdcCnygTXHfP8lIlwOXJEkaRJOuXLUhomcCC5McB5xSVY+21YuBR5LMBz4J3Jzk5Kr6AnAI8I223SOAWQuSJGnoTTq5qqr1Sb4FjFTV+8fKkxwLLKqqe5KcDXwPuAx4W5IDgY3AuiT30Kxund//7CSrgdUA8/Ze3MGfI0mS9Pya0Yb2JPsAVwJntUVHAhuqagvwOeCEqrqYJrn9HODaqnq6/zmGiEqSpGEz7ZyrJLsAnwfOr6rNbfGDwLL2egUwVn4/cCDwx7McpyRJ0pwwk5Wrs4GjgLVJRpOcCnwKOCHJHcB/BT7Stn0Pzeb3rZ2MVpIkacAZIipJkjRNhohKkiTtJDMJEV0P3A1sbDOsaL8O/Czw7zT7r9YAB/SXTXSAsyGikiRpGMwkRHQUuJYmTHTMGuAtVfUqmknVYdspkyRJGmozCRE9AzgV+MJYm6pa23PLvsBPxyvrZMSSJEkDbDYhos9p2345+N2q+slEZZIkScNq2jlX25NkGfBu4NUTlfXdY0K7JEkaKp18LZhkEXA9cFZVPbm9sn4mtEuSpGHTVRTDeTRJ7Fe2waLHb6dMkiRpqBkiKkmSNE2GiEqSJO0kM97Q3h8sWlU3JrkKuKWqbupp95yy8RgiKkmShsFsvhYcCxa9ACDJSuClfROr55RJkiQNsxm9FmyDRa8ATm83qy8GPgn8MMnJbZv5/WWSJEnDbkYrV/3BoknOBr4HXAa8rT1rcGt/WVVd2dXAJUmSBlFXG9qPBDZU1Rbgc8AJ2ynbRpLVSTYl2fTs1nGjsCRJkuaUriZXDwLL2usVwObtlG3DEFFJkjRsujr+5lPA3yY5DZgPvAF4apwySZKkoWaIqCRJ0jQZIipJkrSTdPVacNYMEZUkScNgxitXSRYkua3NuXptkpvbL/8+0dYfnOTLSe5M8tHuhixJkjS4ZvNacCyhfQQ4ALiuffe4V5IVwKXAB6pqJbB/kpHZDlaSJGnQzei1YJvQfiawMMlxwKeBQ5MspJlo/Qg4BPhGe8sjgFkLkiRp6M1o5aqq1gPvAD7TrlyNAr8FvB34PvA4sBFYl+QPgdcAX+9/jiGikiRp2HT1teA64M+q6i+AHwBnVtXFwC3AOcC1VfV0/02GiEqSpGHT1eRqEXBYknnAK4Cx8Kz7gQOByzvqR5IkaaB1FcVwCc2+q98C/hm4vi1/D3B5VW2d7AGH7beATUYpSJKkOW7Gk6uqGqXZa0VV/Qvwn8Zps26mz5ckSZqLhiZE1ABRSZI0CKY0uUqyALiRZo/Wp4HTgHnAL4BTgbPb/wEWAvdW1ZoknwJeDny53eAuSZI01Ka6ob03MHQPmn1UJwFbgNdU1dVVNdLW3wl8MsnrgHlVdSywLMny7ocvSZI0WCZduRonMPSUqnq0rV5MExA61nY/YElVbUryp8ANbdVXgeOA/7vLwUuSJA2aSSdXVbU+ybeAkap6/1h5kmOBRVV1T0/ztwJXt9d7AA+3148DR/U/O8lqYDXAvL0Xz2T8kiRJA2VGOVdJ9gGuBM7qKXsRcALtF4TA08Bu7fWe4/VliKgkSRo2055cJdkF+DxwflVt7qlaSbORfSxA9D6aV4HQ7Nn64SzGKUmSNCfMZOXqbJpXfGuTjCYZ+0pwFXBHT7t/BP4kyeXAG4GZ5yxIkiTNEfnNQtMOeHiyCDgRuKOqtkzUdsWKFbVp06YdNhZJkqSuJLmvqlaMW7cjJ1fTsevS5bX0jL+e8f2GiEqSpJ1losnVDg0Rbe+9Crilqm6azR8hSZI0F+ywEFGAJCuBlzqxkiRJLxQ7MkR0Ps0k6+YkJ1fVF7ofviRJ0mCZdOWqqtYD7wA+065OPQpTChH9U+B7wGXA7yV5W/+zk6xOsinJpme3PjnLP0WSJOn5tyNDRI8ENrRfCX6urduGIaKSJGnY7MgQ0QeBZe31CqC3rSRJ0lDakSGinwJOSHIH8F+Bj8xqpJIkSXPAwORcGSIqSZLmiolyrma050qSJEnjm1KI6Hj6gkVvpXktCDMMEf3Xh5/koPNmdvyg6eySJGlQzHhyxW+CRS9of18CkORK4Nr22hBRSZL0gjLTKIY/B64ATm83tS9uy8cLEf1hkpM7G7EkSdIAm9HkanvBohgiKkmSXuA629BuiKgkSVK3XwsaIipJkl7wZrOhvd94IaJ/m+Q0YD7whg77kiRJGkiGiEqSJE2TIaKSJEk7yZReC/YFhq4H7gY2VtXKtv5A4LPAv9PstVoDvAy4t/0NcErPV4XPYYioJEkaBlPdc/XrwNAki4DrgT166tcAb6mq7ye5BTgM+F+AD1bV1c99nCRJ0nCa9LVgf2AosDdwKvDUWJuqWltV329/7gv8FDgGOCfJN5J8qOuBS5IkDaJJJ1fjBIZurqpxEz+TnAp8t6p+AtwCjABHA8cmOXyc9oaISpKkodJliOgy4N00EzFoXiP+vKqeBb4JLO+/xxBRSZI0bDqZXPXswzqrZ1Xr1iRLk+wOnAR8p4u+JEmSBllXIaLnAQcCVyYBWAdcBNwOPAN8vKoe6KgvSZKkgWWIqCRJ0jQZIipJkrSTzCRE9NPAacA84Bc0sQxnt/8DLKQJD/0w8Dc00Q3/UlXvmqiPmYaIGiAqSZIGyVRXrsZCREdowkMvr6qTgC3Aa6rq6jamYQS4E/gkcCnwgTbFff8kI10PXpIkadBMunLVhoieCSxMchzbHmOzGHikp+1+wJKq2pTkEOAbbdUjgFkLkiRp6E06uaqq9Um+BYxU1fvHypMcCyyqqnt6mr8VGDvuZiOwLsk9wGuA8/ufnWQ1sBpg3t6LZ/o3SJIkDYwZbWhPsg9wJXBWT9mLgBOAUYCqupgmpf0c4Nqqerr/OYaISpKkYTPtnKskuwCfB86vqs09VSuBe2vbbIf7afKv/nhWo5QkSZojZrJydTZwFLA2yWh7niDAKuCOvrbvodn8vnUWY5QkSZozDBGVJEmaJkNEJUmSdpKZhIiuB+4GNrYZVr3tDgX+qqpOnKhsPIaISpKkYTCTENFR4FqaMNFfS3Ni8+XA/InKJEmShtmkk6s2RPQK4PQkozTH2ZwKPNXX9Ezg9imUSZIkDa3ZhIjSc70vcDrNF4OrtlcmSZI07Lra0P5hmhVxRF0AACAASURBVNyrX05Sto0kq5NsSrLp2a1PdjQUSZKk58+0Q0S343hgebuadUSSi8crq6oLem+qqg3ABoBdly4fjEwISZKkWehkclVVh4xdJxltJ1EXjFMmSZI01AwRlSRJmiZDRCVJknaSrkNEbwIurKr7kywDPgnsC/x9VX1goj4MEZUkScOgyxDRNwEPVdX9bdG5wPuq6ghgVZLFnYxYkiRpgHUSIppkH+CjwM+SnNAWPwYcnmQJsCvwRLdDlyRJGjydhIgC7wQ+D3wCuCTJXsBXgLcD+wO3Ab/qbtiSJEmDqaucqyOBd1fVliQ3ACcCBwBvrKpKckVb9tXem5KsBlYDzNvbt4aSJGnu6+prwQeBZe31CmAzcDBwQJIXA0cBz8l8qKoNVbWiqlbM231BR0ORJEl6/nS1cnUZcE2StcBW4HU0E65RYDHwJZpXg5IkSUPNEFFJkqRpMkRUkiRpJ+nqteCsGSIqSZKGwZRWrpIsSHJbktEkr02yJMmdPfX7JflxWz86Fhia5FNJ/jmJhzZLkqQXhK4S2l8BfLCqRtp/jyZ5HTCvqo4FliVZ3uG4JUmSBlInCe3AMcA5Sb6R5ENt2QhwQ3v9VeC4jsYsSZI0sLpKaL8F+ABNDMPXkhxOs7L1cFv/OE3W1TYMEZUkScOmq68F766qn1fVs8A3geXA08Bubf2e4/VliKgkSRo2XU2ubk2yNMnuwEnAd4D7+M2rwN8FfthRX5IkSQOrqyiGi4DbgWeAj1fVA0n+X+DOJC8D/jPNvqztOmy/BWwyVkGSJM1xU5pcVdUozVeCvWUjPde3A/+xr/6pJCM0BzZfVlVPzm6okiRJg29gjr/ZdenyWnrGX0/7PkNEJUnSzjbr42+mECJ6YFt3W5IN6fmUMMmhSf5p9n+GJEnS4OsqRHQN8JaqehVwAHAYQDvJuhyY39F4JUmSBlonIaJVtbaqvt/+3Bf4aXt9Js1Gd0mSpBeErkJEx8pOBb5bVT9Jsi9wOrCq/Tdee0NEJUnSUOkqioEky4B3A69uiz4MnF9VvxxvIgZNiCiwAZoN7V2NRZIk6fnSyeQqySLgeuCsnsiF44Hl7cTqiCQXV9UFXfQnSZI0qLpauToPOBC4sp1MrauqQ8Yqk4w6sZIkSS8EA5NztWLFitq0adPzPQxJkqRJTZRz1dmeq9n614ef5KDzvjytewwQlSRJg6arENFlSb6e5P4kF7Zl2w0WlSRJGlZdhYieC7yvqo4AViVZzHaCRSVJkoZZJyGiwGPA4UmWALsCT0wQLCpJkjS0ugoR/QrwdmB/4DbgVz3tfh0s2v9sQ0QlSdKwmeprwcmcB7y5qtYCuwEnwjbBou8Y76aq2lBVK6pqxbzdF3Q0FEmSpOdPV5Org4EDkrwYOAqo7QSLSpIkDbWuJlfraDa6Pwr8iObVYG+w6GiS4zvqS5IkaWAZIipJkjRNE4WIdrVyJUmSJKaY0J5kAXAjzWTs08BpwDzgFzSxDGe3/wMsBO4F/jvwP3rbVdUz2+vDhHZJkjQMZhIiugdweVWdBGwBXlNVV1fVSFt/J/BJ4E397boevCRJ0qCZdOWqDRE9E1iY5DjglKp6tK1eDDzS03Y/YElVbQJ6N1Bt006SJGlYzSZE9FhgUVXd09P8rcDVvfdvp91YnSGikiRpqMxoQ3uSfYArgbN6yl4EnEATybDddr0MEZUkScNm2pOrJLsAnwfOr6rNPVUrgXurzXaYoJ0kSdLQmsnK1dk0Kexr23DQsa8EVwF3TKGdJEnS0DJEVJIkaZoMEZUkSdpJOgkRHQsHTXIVcEtV3dRz7xLgK1V15ER9GCIqSZKGQSchogBJVgIv7Z1YtT4C7NbNcCVJkgZbJyGiSebTpLLfnOTkqvpCe++raFa3tuyQ0UuSJA2YSVeuqmo98A7gM+0RN4/Cc8JB/xT4HnAZ8HtJ3tZGMVwInLe9ZydZnWRTkk3Pbn2ygz9HkiTp+TWlPVf9esJBX98WHQlsqKotST4HfBBYBFxVVU8kGfc5VbUB2ACw69Llg/HZoiRJ0ix0FSL6ILCsvV4BbAZeDbw1yShwRJJrZj9cSZKkwTaTlavecNC1NGcJfgr42ySnAfOBN1TVw2M3JBmtqnO6GLAkSdIgM0RUkiRpmgwRlSRJ2klmtKEdnhMs+gWaPVZ7A/9SVe9q2ywBNlbVysmeZ4ioJEkaBrNZueoNFj0W+EA7ido/yUiSRcC1NKGjkiRJLwgzjWLoDxZdDHyjrX4EWAA8C5xKs6olSZL0gjCjlav+YFHgemBdkj+kOQ7n61X1VFVNmAxqiKgkSRo2nWxor6qLgVuAc4Brq+rpKd63oapWVNWKebsv6GIokiRJz6sZb2gfx/3AgcAfd/hMSZKkOaXLKIb3AJdX1dYOnylJkjSnGCIqSZI0TYaISpIk7SRd7rmaFUNEJUnSMJjSylWSBUluSzKa5LVJliS5s6f+wLbutiQb0pif5KYkdyU5a8f9CZIkSYNjqq8Fe9PYR3lu8voa4C1V9SrgAOAw4G3AfVX1+8AbkuzV1aAlSZIG1aSTqzaN/Qrg9CSjNOcHngo8NdamqtZW1ffbn/sCPwVGgBvasjuAcTd9SZIkDZNJ91xV1fok3wJGqur9Y+VJntM2yanAd6vqJ0n2AB5uqx4HlozTfjWwGmDe3otnMn5JkqSB0tnXgkmWAe+mORYH4Glgt/Z6z/H6MqFdkiQNm04mV0kW0ZwveFbPeYL3Ace1178L/LCLviRJkgZZV1EM59EcfXNl+7pwHc2m95uTrAReDtw70QMO228Bm4xWkCRJc9wOTWhP8jKa1atbe1a0xmVCuyRJmismSmif0spVkgXAjTSvEdcDdwMbq2plT5vfAT5cVSf33Poo8HbgfwITTq4MEZUkScOgk5yrJL8N/CXQvyv9v9NMwn4y65FKkiTNAZ3kXAE/B17fd99y4J3ALknMuJIkSS8Ik06uqmo9TbzCZ6pqpKo29++fqqpHqur/67v1fTSrWdcBFyU5sqtBS5IkDarOcq7GcSRwRVU9DHwJWNnfIMnqJJuSbHp264RbsiRJkuaEHTm5ehA4uL1eAWzub2CIqCRJGjZd5VyN538H/qY9BuffgOl9CihJkjQH7dCcq+kw50qSJM0VE+Vc7cjXgpIkSS84O/K14LQYIipJkobBlFaukixIcluS0SSvTbIkyZ099Ucl+VqSu5K8qy27qG0/muQHSc7fUX+EJEnSoJjqytVYQvsFSRYB19OT0A5cCZwG/Bi4K8k/VNW6scokG4HPdjRmSZKkgdVVQvs+VfWjanbHP9a2Gbv/aODHbd6VJEnSUJt05aqq1if5FjBSVe8fK0/S2+yuJOcCjwMHAd/uqftzYB3jSLIaWA0wb+/F0xy6JEnS4Onqa8E1wA+Ac4FL2xUskiwEXlJVD413kyGikiRp2HQyuaqqZ4EH2p/X9VSdDNzcRR+SJElzQZc5VxcD761tU0lXAXd02IckSdJAM6FdkiRpmiZKaJ+zIaIGiEqSpEHUVYjofkl+3BMaurgt36adJEnSsOsqRPQVwAer6uqxgrbdtX3tJEmShlpXIaLHAOck+UaSD7Vlz47TTpIkaah1FSJ6C/ABYCvwtSSHV9W3x2m3DUNEJUnSsOkqiuHuqvp5m3f1TWD5VG4yRFSSJA2briZXtyZZmmR34CTgOx09V5IkaU7pKorhIuB24Bng41X1wCTtJUmShpIhopIkSdNkiKgkSdJO0kmIaE+7Q5P8U3u9LMnXk9yf5MKuBy5JkjSIprqhfSxEdAQYZZxw0DSZC5cD89uic4H3VdURwKqx1HZJkqRh1lWIKMCZNJvaxzwGHJ5kCbAr8EQXA5YkSRpknYSIJtkXOB1Y1f4D+ArwdmB/4DbgV/3PNkRUkiQNm65yrj4MnF9Vv+wpOw94c1WtBXYDTuy/yRBRSZI0bLr6WvB4YHm7mnVEkouBg4EDkjwCHAXc1FFfkiRJA6uTyVVVHTJ2nWS0qi5I8s80m98XA1+ieTUoSZI01AwRlSRJmqaJQkS72nMlSZIkpvhaMMkC4Eaaydh64G5gY1WtbOv3A+4FHmxvOaWqHm3rrgJuqaoJ91yZ0C5JkobBVPdcjYWIXpBkEXA924aIvgL4YFVd3XtTkpXASyebWEmSJA2LrkJEjwHOSfKNJB9q75sPfBL4YZKTux64JEnSIOokRBS4BfgAsBX4WpLDgaOB7wGXAW9LcmBVXdl7kyGikiRp2HS1of3uqvp5VT0LfBNYDhwJbKiqLcDngBP6bzJEVJIkDZuuJle3JlmaZHfgJOA7NJvbl7X1K4DNHfUlSZI0sLpKaL+I5tDmZ4CPV9UDSX4C/G2S04D5wBs66kuSJGlgGSIqSZI0TYaISpIk7SRdvRacNUNEJUnSMJjSylWSBUluSzKa5LVJliS5c5x2NyU5or2e3/6+K8lZXQ9ckiRpEE31teBYQvsIMApcy7YJ7SR5E/BQVd3fFr0NuK+qfh94Q5K9OhmxJEnSAOskoT3JPsBHgZ8lGcuzGgFuaK/voIlj6H/26iSbkmx6duuTs/gzJEmSBkNXCe3vBD4PfAK4pF2l2gN4uK1/HFgyzrM3ABsAdl26fDA+W5QkSZqFrr4WPBL4WJvGfgPNqtXTwG5t/Z4d9iVJkjSwuprwjJfGfh9wXFv2u8APO+pLkiRpYHUVxXAZcE2StTSHN78O2Ae4OclK4OXAvRM94LD9FrDJeAVJkjTHTWlyVVWjNF8J9paN9Fz/BPgvfbf9PMkpwB8Db2wPdZYkSRpqU5pcJVkA3EjzGvHTwGnAPOAXNF8Ont3+D7CQZpXqPOAa4MvAF5O8qqoe3V4fhohKkqRhMJOcqz2Ay6vqJGAL8JqqurqqRtr6O4FPAocD/62qPgjcChzV9eAlSZIGzaQrV23O1ZnAwiTHAaf0rEAtBh7pabsfsKSqNvWUvRL4PeAvuhy4JEnSIJpNztWxwKKquqen+VuBq3vahOZ14c+AX/Y/O8lqYDXAvL0Xz/BPkCRJGhwzimJoE9mvBM7qKXsRcAI9G9+r8Vbg28Af9T+nqjZU1YqqWjFv9wUzGYokSdJAmfbkKskuNGns51fV5p6qlcC9VVVtu/cm+dO2biHwxGwHK0mSNOhmsnJ1Ns3m9LVJRpOMfSW4iuYMwTEbgD9JcgfNl4VfndVIJUmS5oC0C03PuxUrVtSmTZsmbyhJkvQ8S3JfVa0Yr87z/iRJkjo0kxDR9cDdwMaqWtnX7lDgr6rqxJ6ym4ALq+r+ifowRFSSJA2DmYSIjgLX0oSJ/lobu3A5ML+n7E3AQ5NNrCRJkobFpJOrNkT0CuD0JKPA3jTZVU/1NT0TuL3nvn2AjwI/S3JCVwOWJEkaZLMJEaXnel/gdJovBle1xe+kiWz4BHBJkr2q6ovdDV2SJGnwdLWh/cM0uVe9KexHAh+rqi3ADcBI/01JVifZlGTTs1uf7GgokiRJz58pbWifguOB5e1q1hFJLgYeBJYBPwBWAJv7b6qqDTR5WOy6dPlgZEJIkiTNQieTq6o6ZOw6yWhVXZDkZcA1SdYCW4HXddGXJEnSIDNEVJIkaZoMEZUkSdpJZhIi+mngNJrzAn9BE8uwH/A3NDEN/1JV72rv+R+97arqme31YYioJEkaBjMJEd0DuLyqTgK2AK8BLgU+0Ca2759kBHjTOO0kSZKG2qQrV22I6JnAwiTHAadU1aNt9WLgEeAQ4Btt2SPAgqq6qucxY+0kSZKG2mxCRI8FFlXVPUk2AuuS3EOzQnX+eO06H70kSdKAmVEUQ3u0zZXA6wGq6uJ2Ves9wLVV9fR47cZ5zmpgNcC8vRfPZCiSJEkDZdpfCybZheZYm/OrqjcY9H7gQJrDmydq92tVtaGqVlTVinm7L5j24CVJkgbNTKIYzgaOAtYmGU1yalv+HpoN7FsnaSdJkjS0DBGVJEmaJkNEJUmSdpKuDm6eNUNEJUnSMJjSylWSBUlua/dOvTbJkiR39tQfleRrSe5K8q6+e29KckTXA5ckSRpEM0loHwWupUlqH3MlTdDoccDrkxwMkORNwENVdX9XA5YkSRpkk06u2oT2K4DTk4zSnB94KvBUT7N9qupH1eyOfwzYu824+ijwsyQndD5ySZKkATSbhPbeZnclORd4HDgI+DbwFzQ5V58ALkmyV1V9sfcmQ0QlSdKw6eprwTXAD4BzgUvbFawjgY9V1RbgBmCk/yZDRCVJ0rDpZHJVVc8CD7Q/r2v/fxBY1l6vAMZNaZckSRomXUYxXAy8t36TSnoZcE2StcBW4HUd9iVJkjSQTGiXJEmapokS2g0RlSRJ6lAnIaI97Q5N8k/t9fw2QPSuJGd1PXBJkqRB1FWIKGmyGS4H5rdFbwPuq6rfB96QZK8uBixJkjTIugoRhSah/fae3yM0EQwAd9B8MShJkjTUOgkRTbIvcDqwqv0HzcrWw+3148CS/mcbIipJkoZNVyGiHwbOr6pf9pQ9DezWXu85Xl+GiEqSpGHT1deCxwPL29WsI5JcDNxHc5DzRpo9W/d01JckSdLA6mRyVVWHjF0nGa2qC5L8FnBzkpXAy4F7u+hLkiRpkO3QENEkL6NZvbq1qp6cqK0hopIkaa6YKER0YBLad126vJae8ddTbm+IqCRJer5MNLnqJEQ0ybIkX09yf5IL++69KckRs/sTJEmS5oauQkTPBd5XVUcAq5IsBkjyJuChqrq/sxFLkiQNsK5CRB8DDk+yBNgVeCLJPsBHgZ8lOaHrgUuSJA2iTkJEga8Abwf2B24DfgW8E/g88AngkiR7VdUXe28yRFSSJA2brkJEzwPeXFVraYJDTwSOBD5WVVtojsEZ6b/JEFFJkjRsuppcHQwckOTFwFFAAQ8Cy9r6FcDmjvqSJEkaWF0ltK+j2ei+GPgSzavB7wLXJFkLbAVe11FfkiRJA2tgcq4MEZUkSXPFrHOuZtHx0iSvTrLXjuxHkiRpUEzptWCSBcCNNJOx9cDdwMaqWtnX7lDgr6rqxCSHANcAXwcuS3JMVT2zvT7+9eEnOei8L09p0KazS5KkQTXVPVdjIaIXJFkEXM+2IaKkyWa4HJjfFh0OnFlVDyU5jGbT+wPdDFuSJGkwdRUiCnAmcPvYj6raCGxO8gfAIpqvByVJkoZaJyGiSfYFTgdWtf/G7Am8kSaG4Tk75w0RlSRJw6arDe0fBs6vql/2FlbVE1V1Bs2rwqP7bzJEVJIkDZuucq6OB5a3q1lHJLkY2Be4vqruABYCT3TUlyRJ0sDqZHJVVYeMXScZbTe+Hwz8XZICvlpVbmaXJElDzxBRSZKkaXreQkQlSZJeaDoJEU1yIPBZ4N9pIhfWVLskluQm4MKqun+iPgwRlSRJw2CqK1djIaIjNAc0X8u2IaJrgLdU1auAA4DDAJK8CXhosomVJEnSsOgkRLSq1lbV99uf+wI/TbIP8FHgZ0lO6HrgkiRJg6iTENGeslOB71bVT5J8APg88AngkiR7VdUX+9obIipJkoZKZxvakywD3g28oy06EvhYVW0BbgBG+u8xRFSSJA2bTiZXPYc5n1VVT7bFDwLL2usVNEfgSJIkDbWuEtrPAw4ErmxfF64DLgOuSbIW2Aq8rqO+JEmSBpYhopIkSdNkiKgkSdJO0lWI6EU0hzcDvJQmB+tWmleDuwH/UFUfnagPQ0QlSdIwmOqeq7EQ0Qt6Nq//OkS0qtaNXSfZSJPWfgNwGvBj4K4k/1BV/9bZyCVJkgZQJyGiPW2PBn5cVQ8D+1TVj9pjcB5r75MkSRpqnYaIAn9O86UgNKtV5wKPAwcB357tYCVJkgZdlyGiC4GXVNVDbdEa4AfAucClNc5niUlWJ9mUZNOzW5/sr5YkSZpzuvxa8GTg5rEfVfUs8ED787rxbjChXZIkDZsuJ1ergDv6yi4G3jveqpUkSdIwMkRUkiRpmgwRlSRJ2kk6CRHtaXco8FdVdeJ4waJVdcn2+phqiKgBopIkaZB1EiIKkCab4XJgPmw3WFSSJGmodRkieiZw+zj39waLSpIkDbVOQkST7AucTvPF4Kq+R/QGi0qSJA21rja0fxg4v6p+2Vs4TrAoffWGiEqSpKHS1eTqeODS9rXhEUkubsu3CRbtZ4ioJEkaNlPd0D6hqjpk7DrJaFVd0P5cBXykiz4kSZLmAkNEJUmSpskQUUmSpJ2kkxDRJAfS5Fj9O/AgsAY4GPgksC/w91X1gYn6MERUkiQNg6muXI2FiI4Ao8C1bBsiugZ4S1W9CjgAOAw4F3hfVR0BrEqyuKtBS5IkDapOQkSram1Vfb/9uS/wU+Ax4PAkS4BdgSe6HbokSdLg6SREtKfsVOC7VfWTJF8B3g7sD9wG/KqrQUuSJA2qzja0J1kGvBt4R1t0HvDmqloL7AacOM49hohKkqSh0snkqucw57OqamyWdDBwQJIXA0cBz8l8MERUkiQNm65Wrs4DDgSuTDKa5Hia8wRHgUeBH9G8GpQkSRpqhohKkiRNkyGikiRJO0knZwt2wRBRSZI0DGaS0P5p4DRgHvALmsyrPYDrgJcA91XVmnaT+zZl3Q9fkiRpsMwkoX0P4PKqOgnYArwG+BPguvbd415JVmynTJIkaahNunLVJrSfCSxMchxwSlU92lYvBh4B9gIOTbKQ5vibH9EktPeXSZIkDbVJV66qaj1NMOhnqmpkbGKV5FhgUVXdA/xP4LdoEtm/Dzy+nbJtGCIqSZKGzYw2tCfZB7gSeH1btA74s6p6Ksl/o1npOmacsg29z6mqDWNluy5dPhiZEJIkSbMw7SiGJLsAnwfOr6rNbfEi4LAk84BX0KSxj1cmSZI01GaSc3U2zXE2a9s09lOBS2hWoJ4E9qE5Cme8MkmSpKFmQrskSdI0TZTQboioJElSh6b0WjDJgiS3ta8BX5tkSZI7e+qPSvK1JHcleVdbNj/JTW3ZWTvqD5AkSRokMwkRHQWupQkTHXMlzdeAxwGvT3Iw8DaaZPbfB96QZK+uBi1JkjSoJp1ctSGiVwCnJxkF9qY58uapnmb7VNWPqtnA9VjbZgS4oa2/AzChXZIkDb1J91xV1fok3wJGqur9Y+VJepvdleRcmqDQg4Bv06xsPdzWPw4s6X92ktXAaoB5ey+e0R8gSZI0SGYSxTCeNcAPgHOBS9sVrKeB3dr6Pcfrq6o2VNWKqloxb/cFHQ1FkiTp+dPJ5KqqngUeaH9e1/5/H80eLGj2bP2wi74kSZIGWZdRDBcD763fBGddC9ycZCXwcuDeDvuSJEkaSDs0RDTJy2hWr26tqglPZjZEVJIkzRUThYgOTEL7rkuX19Iz/nrSdoaISpKk59tEk6tOQkTbNr+T5As9v49sA0TvSLJudn+CJEnS3NBJiGiS3wb+Euj95O/PgNdW1SuBNybxc0BJkjT0ugoR/Tnw+t77qmpNVT2SZD7NxvmtXQ1akiRpUHUSIlpVj/SX9fhvwP9RVb/srzBEVJIkDZsuoxieI8krgP8CvHq8+qraAGyAZkP7jhyLJEnSzrDDJldJDgKuAv5ovFUrSZKkYdTV8TfjuRTYB7iu/crwf92BfUmSJA2Egcm5MkRUkiTNFbPOuZpiJ0uTvDrJXl09U5Ikaa6Z0p6rNqPqRprJ2HrgbmBjVa1s6w8BrgG+DlyW5Jiqeqatuwm4sKrun6iPf334SQ4678uTjsWEdkmSNMimuqF9LET0giSLgOvpCREFDgfOrKqHkhwGHAw8kORNwEOTTawkSZKGRScholW1Edic5A+ARcCDSfYBPgr8LMkJO2DskiRJA6eTENHWnsAbgc1AAe8EPg98ArgkyV5V9cXeGwwRlSRJw6azDe1V9URVnQHMB44GjgQ+VlVbgBuAkXHu2VBVK6pqxbzdPXpQkiTNfZ1MrpJcneSV7c+FwBPAg8CytmwFzYqWJEnSUOsqof0y4O+SFPDVqnogyWXANUnW0hza/LqO+pIkSRpYhohKkiRN004JEZUkSVJHIaJtm98BPlxVJ7e/PwGMnSd4EHB+VV2/vT6mEiJqgKgkSRp0nYSIJvlt4C9p4hgAqKo1bd2LgK8A28QwSJIkDaNOQkSBnwOv384jXg/cXFW/mN1QJUmSBl8nIaJV9Uh/WY9zgFPGqzBEVJIkDZsduqE9yX8EtlTVU+PVGyIqSZKGzY7+WvBUmo3wkiRJLwg7enJ1InDnDu5DkiRpYBgiKkmSNE07JUQ0ydIkr06yV1fPlCRJmms6CRFNcghwDfB14LIkxwCH0pw5uBvwD1X10Yn6MERUkiQNg05CRIHDgTOr6qEkhwEHA1cCpwE/Bu5K8g9V9W8djl2SJGngdBIiWlUbgc1J/gBYBDwI7FNVP6pmU9dj7X2SJElDrZMQ0daewBuBzUDRrFadCzxOc7bgt7sZsiRJ0uDqbEN7VT1RVWcA84GjgTXAD4BzgUtrnM8Sk6xOsinJpme3PtnVUCRJkp43nUyuklyd5JXtz4XAE1X1LPBAW3bdePeZ0C5JkobNVDe0T+Yy4O+SFPDVqhqbVF0MvHe8VStJkqRhZIioJEnSNO2UENHtdGywqCRJekHpKkT0QOCzwL/TxDCsAZbTFyxaVc9srw9DRCVJ0jDoKkR0DfCWqvp+kluAw4BDeG6w6AP9D5YkSRomk06u2hDRM4GFSY4DzqAJEf3CWJuqWttzy77AT6vq20n+Q1+wqCRJ0lDrMkSUJKcC362qn7RF/cGikiRJQ62zDe1JlgHvBt4xVjZOsGj/PYaISpKkodJViOjYPqyzqurJtuw5waL99xkiKkmShk1XIaLnAQcCV7avC9ex/WBRSZKkoWWIqCRJ0jQ9byGikiRJLzRdhYheBBzfNn8pcG1VXdLWHQr8VVWdOFEfhohKkqRh0EmIaFWtG7tOspEmrZ00G7Aup/laUJIkaehN+lqwDRG9Ajg9ySiwg+USQQAAIABJREFUN02I6FPjtD0a+HFVPdwWnQnc3tloJUmSBlynIaLAn9N8KUiSfYHTgVXtP0mSpKHXZYjoQuAlVfVQW/Rh4Pyq+uUE9xgiKkmShkqXXwueDNzc8/t44NL2VeIRSS7uv8EQUUmSNGy6ChGF5tXfR8Z+VNUhY9dJRqvqgg77kiRJGkiGiEqSJE2TIaKSJEk7SWevBZMsBf4TcG9V/Xy6908WImqAqCRJmgumtHKVZEGS25KMJnltkiVJ7uypPwT4P4HfB/6vJLskWZbk60nuT3LhDhq/JEnSQJnqa8GxhPYRYBS4lp6EduBw4Myqugj4f4CDgXOB91XVEcCqJIu7GrQkSdKg6iShvao2ApuT/AGwCHgQeAw4PMkSYFfgic5HL0mSNGC6TGjfE3gjsBko4CvA24H9gduAX/XfkGQ1sBpg3t4ubEmSpLmvs68Fq+qJqjqD5pDmo4HzgDdX1VpgN+DEce4xRFSSJA2VTiZXSa5O8sr250KaV4AHAwckeTFwFM1qliRJ0lDrKorhMuDvkhTw1ap6IMk6ms3vi4Ev0bwalCRJGmomtEuSJE3TRAntXZ4tOCuGiEqSpGEw4z1X/cGibdlVSf6wr92SJN+c7UAlSZLmgtmsXI0Fi14AkGQl8NKquqmv3UdovhaUJEkaejNaueoPFm3T1z8J/DDJyT3tXgX8AtjSxWAlSZIG3YwmV1W1HngH8Jn2SJw/Ar5H89Xg7yV5W5JdgAtp8q7GlWR1kk1JNj279cmZDEWSJGmgdLWh/UhgQ1VtSfI54IM0x+BcVVVPjJPmDjQhosAGgF2XLh+MzxYlSZJmoauE9geBZe31CpojcF4NvLU9j/CIJNd01JckSdLA6mrl6lPA3yY5jeb4mzdU1cNjlUlGq+qcjvqSJEkaWIaISpIkTdNEIaKdHdwsSZKkWbwWTLIAuJFmgnYrsKqtWgjcW1VrknwKeDnw5aq6eKLnmdAuSZKGwWxWrsZCREeq6pL2/xHgTuCTSV4HzKuqY4FlSZZ3MF5JkqSB1mWIKEn2A5ZU1SZgBLihveWrwHGzH64kSdJgm9Frwapan+RbwEhVvb+n6q3A1e31HsDYF4OPA0f1PyfJamA1wLy9F89kKJIkSQOlsw3tSV4EnACMtkVP85szBfccr6+q2lBVK6pqxbzdF3Q1FEmSpOdNl18LrqTZyD6W7XAfv3kV+LvADzvsS5IkaSB1FSIKzdeCd/T8/kfgziQvA/4zcEyHfUmSJA2kHRoimmQRcCJwR1VtmaitIaKSJGmumChEtMuVq+eoqp/xmy8GJUmShl5XIaLrgf8NeAlwXxsg+hbg1Lb5r4NFt/c8Q0QlSdIw6CREFDgAuK5dHtsryYqquro/WHTWo5UkSRpwM1q5akNEzwQWJjkO+DRwaJKFNBOtH/W07Q0WlSRJGmqdhIgm+S2arwXfDnyfJjR0TG+w6DYMEZUkScOmq5yrdcCfVdVfAD+gWdUaL1h0G4aISpKkYdPV5GoRcFiSecArgLF8h/5gUUmSpKHW1eTqEmAD8CSwD3B9W94fLCpJkjTUdmiI6HQYIipJkuaKiUJEuzxbcLyOlyZ5dZK9dmQ/kiRJg2JKXwuOExh6N7Cxqla29RcBx7fNXwpcC/w9cA3wdeCyJMdU1TPb62OiEFEDRCVJ0lwx1SiGscDQC9rzAq8H9hirrKp1Y9dJNgKfBY4Fzqyqh5IcBhwMPNDZyCVJkgbQpK8F28DQK4DTk4wCe9Mca/PUOG2PBn5cVQ9X1UZgc5I/oPma8MEuBy5JkjSIJl256g8MHStPMl7zP6fJvBqzJ/BGYDO/iWf4NUNEJUnSsOlsQ3t79M1LquqhsbKqeqKqzgDmA0f332OIqCRJGjZdfi14MnDz2I8kVyd5ZftzIfBEh31JkiQNpBmdLbgdq4CP9Py+DPi7JAV8tarczC5JkoaeIaKSJEnTtFNCRMcLDDVEVJIkvdB0FSJ6CH2BocBB/WWGiEqSpGHXSYgocDjPDQw9bJwy911JkqShNunkqg0RPRNYmOQ44AyaENEvjLWpqo1J/kNvYGhVPdBftkP+AkmSpAHSZYjoeIGhE4aISpIkDZvONrSPFxg6WYhoktVJNiXZ9OzWJ7saiiRJ0vOmk8nVeIGhUwkRNaFdkiQNm65CRJ8TGJrEEFFJkvSCY4ioJEnSNO2UEFFJkiTN4rVgX7DorTRnC0Kzv+reqlrTtlsCfKWqjpzoeYaISpKkYTCbPVe/DhZtf18CkORK4Nqedh8BdptFP5IkSXPGjCZX4wSLnlJVjybZD1hSVZvadq8CfgFs6WrAkiRJg2xGk6vtBYsCbwWuBkiyC3Ah8FrgH2c5TkmSpDmhsw3tSV4EnACMtkXnAVdV1XPyrXruMURUkiQNlS6/FlxJs5F9LNvh1cBbk4wCRyS5pv8GQ0QlSdKw6SpEFJqvBe8Y+1FVY+nsJBmtqnM67EuSJGkgGSIqSZI0TYaISpIk7SRdvhacFUNEJUnSMJjSylWSBUluSzKa5LVJliS5s6d+fpKbktyV5Ky2bFmSrye5P8mFO+oPkCRJGiRTfS04lsY+QhO1cC2wR0/924D7qur3gTck2Qs4F3hfVR0BrEqyuLNRS5IkDahJJ1dtGvsVwOltrMLewKnAUz3NRoAb2us7gBXAY8Dh7dmCuwLbzbuSJEkaFpPuudpeGnuS3mZ7AA+3148DS4CvAG8H9gduA37V/+wkq4HVAPP2dmFLkiTNfV19Lfg0vzmcec/2uecBb66qtW3dif03GSIqSZKGTVeTq/uA49rr3wV+CBwMHJDkxcBRwGAEakmSJO1AXUUxXAvcnGQl8HLgXmAdzeb3xcCXaF4Nbtdh+y1gk5ELkiRpjussoT3Jy2hWr26tqmmfwmxCuyRJmismSmgfmONvdl26vJae8dfj1hkiKkmSBsmsj7+ZQojoUUm+1oaIvmt7ZZIkScOuqxDRK4EzaV4Lvj7JwdspkyRJGmpdhYjuU1U/quYd42Ntm/HKJEmShlpXIaJ3JTmXJkD0IODb2ynbhiGikiRp2HSVc7UG+AHNeYKXtqtV45VtwxBRSZI0bDqZXFXVs8AD7c/rtlcmSZI07LpauQK4GHhv3wrVeGWSJElDa2ByrgwRlSRJc8VEOVddHX8za//68JMcdN6Xx60zRFSSJM0VXYWI7pfkx239aJLF7T23JPlqkhuT7LLj/gxJkqTB0FWI6CuAD1bVSPvvUeBNwOVVdRKwBXhNZ6OWJEkaUF2FiB4DnJPkG0k+BFBVV1XVP7X1i4FHuhy4JEnSIJp0clVV64F3AJ9pV6U2V9WTfc1uAUaAo4Fjkxw+VpHkWGBRVd3T/+wkq5NsSrLp2a39j5QkSZp7uopiuLuqft5mW30TWA6QZB+aMwbPGu8mQ0QlSdKw6WpydWuSpUl2B04CvtNuYP88cH5Vbe6oH0mSpIHW1eTqIuB24B7g41X1AHA2cBSwtv2C8NSO+pIkSRpYhohKkiRN00Qhol0efyNJkvSCN+OE9iQLgBtpJmjrq+rGJFcBt1TVTUkW0RzY/BLgvqpaM9HzTGiXJEnDYDYrV78OFm0nViuBl1bVTW39nwDXtUtme/3/7d17tN1lfe/796cpWuSWoDFSvADdeHZbQeREhC2hS8vFbqvUW7Gtl4LsqANRjm0PULDgra3UMhrphhq8gJdyqrRsi0KhihGqoAa5SBVGsZsUaTlQboKcXTX7e/74/RbMzKxkraw8K5lrrvdrjIzM+fxuz4+VkXx5fs/v8ySZcuhMkiRpnMyquBoOFk2yFDgfuCPJ0f1u9wHPSbIYeAZwZ4sOS5IkjbJZFVfDwaLAy4HvAGcBByU5EfgH4FnA24HvAvcPn8cQUUmSNG5aTWh/HrC6qu4GPgW8CDgDeEtVvQe4FTh2+CBDRCVJ0rhpVVzdDuzTf14OrAOWAPslWUS3sPNoZD5IkiTNoVm/LTjko8DHkrwW2AF4NbAn8HG6R4PXAhc1upYkSdLIMkRUkiRpC22TENF+bcHDk+zS6pySJEnzzYweCw4HhgJfAy6uqhX99mcDHwG+BJyV5OCq+lGSnwf+uKqO3sSpH2OIqCRJGgcznXM1GRh6ep+8fhGw08D2/YFjq+p7SfYD9k7yE+BPgJ2b9liSJGmETftYcDgwFNgVOAb4weQ+VXUxsC7JS+neErwdeBh41Rz0WZIkaWRNO3JVVauS3ARMVNWZk+1JhnfdGfh1uhiGqqp7NrHfY5KsBFYCLNp16RZ2XZIkafQ0m9BeVQ9W1RvpohieP8NjDBGVJEljpUlxleS8JIf1XxcDD7Y4ryRJ0nzTKkT0LOCTSQq4sqpua3ReSZKkecUQUUmSpC20TUJEJUmS1ChEtN9ng8DQJIcCFwDfB9ZX1S9v7hqGiEqSpHHQJEQ0yc+xcWDoQcCJVXV5q85KkiSNuiYhokwdGHow8K4kNyR5W5vuSpIkjbYmIaKbCAz9OPD3/TWuT3JRVd03uIMhopIkadzM5YT2q6rqJ1X1v4DbgL2GdzBEVJIkjZs5Ka7SDWH9Q5KdkywDnke33qAkSdJYaxUiuoGqqiR/CtwAPAL8XlU9NBfXkiRJGiWGiEqSJG0hQ0QlSZK2kSYhokkOpFtfcEfgb6rqT5PsA5wPPBn466p67+auYYioJEkaBzMduZoMEZ0A1gAXMhAiCpwDHAscCrwqyd7A24A/qKoDgKOSmLUgSZLGXqsQ0d2r6s7qJnDd1+9zH7B//7bgE4EHG/ddkiRp5DQJEQW+2qew30+XZ3Vzf+63A08HrgJ+0qzXkiRJI6rVhPY3A7fSPQr8QD+CdQrw21V1Gt1crCOGD0qyMsnaJGvXP2pSgyRJmv+aFFdVtZ4uhR3g0/3vewPPSPIzwIHARpkPJrRLkqRx0zKK4X3AyfV4cNYZdJPf7wXupHs0KEmSNNYMEZUkSdpChohKkiRtI3OytuBsbCpE1ABRSZI0n8xo5CrJbkmuSrImyRuTXJ7kyiSXJHlCv89Hk1yb5PSB45YluWauOi9JkjRqZpPQvhNwdlUdCdwNvCTJK4FFVXUIsE+SfZMsYeMkd0mSpLE2m4T2z1bV3/eblwL3ABPAZ/q2K+mWwVnPxknukiRJY23a4qqqVgEnARdU1URV3QuQ5BBgSVVdRzc6dVd/yP3Asqr6QVVtNhnUEFFJkjRuZvW2YJLd6RZrPq5veoQuhR1g55me1xBRSZI0bra4uOonsH8WOLWq1vXN19M9CoRuftYdTXonSZI0z8wmiuFNdMvZnJbkNOA84H8A1yT5WeBXgIO39KT77bkba41dkCRJ81yzhPb+7cAjgKur6u4tPd6EdkmSNF9sLqF9ZJa/eeIe+9Yeb/yzjdoNEZUkSaNmq5e/GQoRfcVwOGiSZ/bbrkqyOp0Dk3wxyVeT/E6rm5EkSRplswkRXcPG4aBvBt5aVS8GngHsR/c24bF0E91flWTvRn2WJEkaWbMJEd2VoXDQqjqtqr7bf30y8O/A7lV1Z3XPHe/rj5MkSRpr074tWFWrktwETFTVmZPtSTbaN8kxwD9W1b/2jwPfRhcquhdw8xT7rwRWAizadeksb0GSJGl0zCpEdCpJ9gF+ly7NHbpHhbcCbwM+UFPMnDdEVJIkjZsmxVUfw3ARcNzkkjdVtR64rd/l0y2uI0mSNOpmEyI6lVOAZwLn9I8Lz6iqrwDvA06eatRqmCGikiRpHIxMzpUhopIkab7YXM5Vq5Grrfbtux5ir1O+sFG7IaKSJGk+mVFxlWQ34BK6OVofB14LLAJ+SBfL8L+Bf+5/AZxIN9/qU3SPC/8N+PWq+nHLzkuSJI2a2YSI7gScXVVHAncDLwH2By6qqon+17f79puq6mDgu8DRzXsvSZI0YqYduepDRI8FFic5FHhNVd3bb14K3AMcDPxqkhcB36aLYbgP+IUkOwO/APzVHPRfkiRppGxNiOghwJKqui7JeuDwqvq3JJ8A/itwdb/r2+keH/7z0KkNEZUkSWNnVhPak+xOt3bgq/qmm6vqP/rPa4F9gQPowkNvTvJK4FTg9wfPU1WrgdUAT9xj39F4bVGSJGkrbHGIaJInAJ8FTq2qdX3zJ5M8N8ki4NeAm4AldAs4A/wXwOJJkiSNvdkktL8JOBA4Lcmafj3B9wCfBG4Erq2qLwJ/DrwjyQ+BFcC5jfosSZI0sgwRlSRJ2kKGiEqSJG0jcxki+p+Ad/TffwZ4qKqOatZzSZKkETRnIaJVdcnkd+CvgQ+3774kSdJombMQ0ar6SX/8jsCRVXXEXNyAJEnSKJl25KqqVgEnARf0I1H3woYhosA36UJEDwJ2oAsRnfR64C+nOneSlUnWJlm7/tGHtvJWJEmStr+5DBGd9BvAy6Y6jyGikiRp3MxliChJ9qKbyP5Im+5KkiSNtrkMEQU4ksfXGJQkSRp7hohKkiRtoc2FiM5m5EqSJEmbMOuE9qFg0c8BhwO7At+oqt/pt/8/DISNVtWPNnU+E9olSdI42JqRq8Fg0UOA91bVCuDpSSaA32LjsFFJkqSxNtsohuFg0aXAt/rN9wC7VdW5A4dMho1KkiSNtVmNXA0HiwIXAWckeRndCNWXJvcdChvdgCGikiRp3DSZ0F5V7wMuB44HLpzMtRoIGz1uE8etrqrlVbV80ZN2a9EVSZKk7WrWE9qncCPwTLpE9k2FjUqSJI21llEMv0c3gf3R/vtUYaOSJEljzRBRSZKkLbRNQkST7J7kiCRPaXVOSZKk+aZViOgquseCXwDOTvJiYGfgzxkIFt3c+QwRlSRJ46BViOj9wDur6v3AFXRzrT7AxsGikiRJY21WxVUfIvoh4HVJ1gDfqarrkhwGHARcCzyboWDRre+uJEnSaJvVY8GqWpXkJmCiqs4ESBLgGOAB4MfAxXTBotfRBYueOnyeJCuBlQCLdl06m65IkiSNlGYT2qtzAnAz8PJNBYsOHWOIqCRJGitNiqskJyd5Q/91MfBg/3kyWPTsFteRJEkada1GrlYDr09yNbAIuLJvHw4WlSRJGmuGiEqSJG2hbRIiKkmSpBm+LThFYOjXgIv7DCuS7AOcDzwZ+Ouqem+SA4GzgB2Bv6mqP93cNQwRlSRJ42CmI1eDgaFrgAuBnQa2vw34g6o6ADgqyVLgHOBY4FDgVUn2btVpSZKkUTVtcTVFYOiudHlWPxjY7T5g/yTLgCfSvS24e1XdWd2krvv64yRJksbatI8FpwoMBegyQx/zd8DbgacDVwE/Ab6a5G10S+PsRZd/tQFDRCVJ0rhpNaH9FOC3q+o0ujlWRwBvBm6le2T4gZritURDRCVJ0rhpVVztDTwjyc/QLdpcVbUeuK3f/ulG15EkSRpprYqrM+gmut8L3En3aBDgfcDJU41aSZIkjSNDRCVJkraQIaKSJEnbyIxCRLcFQ0QlSdI4mNHIVZLdklyVZE2SVyRZluSage07JLk0yVeTHNe3vbvff02SW5OcOlc3IUmSNCpaJbSfCFxfVS8EXp1kl6o6o6om+mNuAT7RrNeSJEkjqlVC+wTwmf7z1cDygeOfD3y/qu5q02VJkqTR1SqhfSdgsni6H1g2sO0ddFENGzGhXZIkjZtWbws+QpfMDrDz5HmTLAaeWlXfm+ogE9olSdK4aVVcXQ8c2n9+LnBH//lo4LJG15AkSRp5raIYLgQuS7IC+AXg6337UcAHZ3KC/fbcjbXGLkiSpHluRiNXVbVmcL5V3zYx8Hkd3WLNXwUO79cVhG7R5icneUqT3kqSJI24WY9cJdkNuISuQPsccDjdm4QvAH4nyRLg88AXgLOTvLiq7t3U+aYKETVAVJIkzTdbM+dqMPvqEOC9VbUCeHqSCWB/4J1V9X7gCuDAreyrJEnSyJvVyFWffXUssDjJocBS4Fv95nuA3arqc/2+hwEHAe/Z+u5KkiSNtlmNXFXVKuAk4IJ+5Ooi4IwkLwNeAnwJIF0Y1jHAA8CPW3RYkiRplDWJYqiq9wGXA8cDF1bVI317VdUJwM3Ay4ePS7Iyydoka9c/+lCLrkiSJG1XrXKuAG4EngmcDZDk5CRv6LctBh4cPsAQUUmSNG5aFle/B5xdVY/231cDr09yNbAIuLLhtSRJkkZSqmp79wGA5cuX19q1a7d3NyRJkqaV5PqqWj7VtpYjV5IkSQteq+VvSLIH8IvA16vq4S093hBRSZI0DmY0cpVktyRXJVmT5BVJliW5ZmD7s4G/Al4IfCXJE5LskOTSJF9Nctwc9V+SJGmkzPSx4GAa+xq6hZp3Gti+P3BsVb0b+Gdgb+BE4PqqeiHw6iS7tOq0JEnSqJq2uOrT2D8EvC7JGrr1A48BfjC5T1VdDKxL8lJgCXA7MAF8pt/lamDKSV+SJEnjZNo5V1W1KslNwERVnTnZ3oWvb2Bn4NeBdUDRjWzd1W+7H1g2fECSlcBKgEW7Lt3y3kuSJI2YZm8LVtWDVfVGYAfg+cAjwI795p2nupYhopIkadw0Ka6SnNcv0AyPp7FfDxzatz0XuKPFtSRJkkZZqyiGs4BPJingyqq6LcmFwGVJVgC/AHx9cyfYb8/dWGv0giRJmudmVFxV1Rq6twQH2yYGPv9PHh+lmmxbl+SIvv0Pqmr9VvZVkiRp5I3M8jdP3GPf2uONf7ZBmyGikiRpFG318jczCBHdM8n3++1rkiwd2LYsyQ1bfxuSJEmjb6ZzriZDRE9PsgS4iA1DRF8AvL+qzpvi2A/y+FuDkiRJY61JiChwMHB8km8l+cOBY18M/BC4u2WnJUmSRtW0xVVVrQJOAi6oqomqWldVDw3tdjldIvvzgUOS7J/kCcC7gFM2de4kK5OsTbJ2/aPDp5QkSZp/WkUxfK2q/gOgn1+1L/BrwLlV9eAUae5AFyIKrIZuQnujvkiSJG03rRLar0iyR5InAUcCtwCHAyf0jxIPSPKRRteSJEkaWa1Grt4NfBn4EfAXVXUbMJnYTpI1VXV8o2tJkiSNrJHJuVq+fHmtXbt2e3dDkiRpWpvLuWo1crXVvn3XQ+x1yhc2aDNEVJIkzTetQkT3SfKlJDcmeVff9u6BUNFbk5w6VzchSZI0KmY6oX0yRHSCbo3BC9kwRPRtdOsHHgAclWRpVZ3RRzdM0E1w/0SzXkuSJI2oViGi9wH7J1kGPBF4cOD45wPfr6q7GvZbkiRpJE0756qqViW5CZioqjMn24eyq/4OeDvwdOAq4CcD294BnDHVuZOsBFYCLNp16VS7SJIkzSutcq5OAX67qk6jW0fwCIAki4GnVtX3pjqoqlZX1fKqWr7oSbs16ookSdL206q42ht4RpKfAQ4EJvMdjgYua3QNSZKkkdequDqDbqL7vcCddI8GAY4Crm50DUmSpJFniKgkSdIW2lyIaKuRK0mSJNEoRHRgv0uTHNB/PjDJF5N8NcnvTHeNyYT2yV+SJEnzUasQUZL8FvC9qrqxbzoHOBY4FHhVkr1bdFiSJGmUNQkRTbI78KfAA0le1DfvXlV3Vjep677+OEmSpLHWKkT0/wI+C3wY+KMkuwBfTfI24H5gL+Dm4XMbIipJksZNqwntzwP+e1XdDXwGmADeDNxKt+7gB2qK1xINEZUkSeOmVXF1O7BP/3k5sK6q1gO39W2fbnQdSZKkkTbtY8EZOgv4SJLTgEeBV/bt7wNOnmrUSpIkaRwZIipJkrSFDBGVJEnaRpqFiCb5+SSfG/h+RL//tUl+Y7prGCIqSZLGwUznXE2GiJ6eZAlwEQMhokl+DvgTYOf++yK63KsXAj8GbkpySVX9r5adlyRJGjVNQkSBh4FXDXzfBXikqh7uC6r/AHZs1WlJkqRR1SREtKruGWyrqgeTPJTktcBTgHuq6oHhcxsiKkmSxs1cTmj/NbrRrZOAd0+1gyGikiRp3MxZcVVV/wH8O3BzVV0z3f6SJEnjoFWI6Ka8D3jrHF9DkiRpZBgiKkmStIUMEZUkSdpG5ixEtG/7pSTnz+QahohKkqRxMNORq8kQ0QlgDXAhU4eI7jbQdjBwBrBDo75KkiSNvLkKEQW4Ezi+TTclSZLmhzkJEe3b7kqy1+bObYioJEkaN9t1QrshopIkadz4tqAkSVJDFleSJEkNGSIqSZK0hQwRlSRJ2kZmvbZgkt2AS+gKtFVVdUmSc4HLq+rSJHsDf04X3fCNqvqdzZ1vMkR00h1//NLZdk2SJGm72ZqRq8eCRfvCagXwtKq6tN/+AeC9VbUCeHqSia3sqyRJ0sibVXE1HCyaZClwPnBHkqP73Z4NfKv/fA8D6e2SJEnjalbFVVWtAk4CLuiXxHk58B3gLOCgJCcCFwNnJHkZ8BLgS016LEmSNMJaTWh/HrC6qu4GPgW8qKreB1xOtwTOhVX1yPBBSVYmWZtk7fpHH2rUFUmSpO2nVXF1O7BP/3k5sK7/fCPwTODsqQ4yoV2SJI2bWb8tOOSjwMeSvBbYAXh13/57wNlV9Wij60iSJI00Q0QlSZK2kCGikiRJ28iMHgsOB4YCXwMu7jOsSPJM4BPA/6abf/Vm4Ezgl/pTPI1uUvsfbeoahohKkqRxMNM5V5OBoacnWQJcBOw0sP3NwFur6rtJLgf2q6ozJjcmuZiu+JIkSRpr0z4WHA4MpVvO5hjgB5P7VNVpVfXd/uuTgX8fOP75wPer6q6G/ZYkSRpJ045cVdWqJDcBE1V15mR7ko32TXIM8I9V9a8Dze8AzthoZ0mSpDHUKoqBJPsAvwscPtC2GHhqVX1vE8esBFYCLNp1aauuSJIkbTdN3hYcmId1XFUNRq0fDVy2qeMMEZUkSeOmVRTDKXRJ7Of0CzlPviV4FHB1o2tIkiSNPENEJUmStpAhopIkSdvIyBRXkyGig0GikiRJ882MiqskuyW5qp9P9cYklye5MsklSZ4wsN+5SV7Wf16S5LIka5N8eK5uQJIkaZTMdORqMqF9gi66vW/jAAAb1UlEQVSZ/eyqOhK4G3gJQJIVwNOq6tL+mNcDn+6fR+6SZMrnkpIkSeNk2pyrPqH9WGBxkkOB11TVvf3mpcA9SXYAzgcuS3J0VX0OuA94Tp919Qzgzjm5A0mSpBGyNQnthwBLquq6JG8CvgOcBZzYL+T8t8BLgbcD3wXuHz63IaKSJGnczGpCe5LdgXOA4/qm5wGrq+pu4FPAi+iWvHlLVb0HuJVu9GsDhohKkqRxs8XFVT+B/bPAqVW1rm++Hdin/7wcWAcsAfZLsgh4ATAagVqSJElzaDZrC74JOBA4LclpwHnAR4GPJXktsAPwamBP4OPAs4Br6ZbH2aT99tyNtX/80ll0R5IkaXSY0C5JkrSF5kVCuyGikiRpHMy6uBoKFn1F37YsyQ0D+3w0ybVJTm/RWUmSpFG3NSNXjwWLVtUlfdsHgR0BkrwSWFRVhwD7JNl367oqSZI0+mYzoX3KYFFgP+CHdKntABPAZ/rPVwKHAv+0NZ2VJEkadbMauaqqVcBJwAX9kjgPAe8CThnYbSfgrv7z/cCy4fMkWdmvPbh2/aMPzaYrkiRJI6XVhPZTgHOr6sGBtkfoHxECO091LUNEJUnSuGlVXB0OnJBkDXBAko8A19M9CoRuftYdja4lSZI0smY152pYVR02+TnJmqo6PsmuwDVJfhb4FeDgFteSJEkaZXMaIppkCXAEcHW/7uAmGSIqSZLmi+0ZIhrgAeAn0+1oiKgkSRoHMyquhgJD35jk8iRXJrmkX8h5o8DQftTq88BBwJeTLJ2zu5AkSRoRMx25eiwwlC5i4eyqOpIu0+olmwgM3R94Z1W9H7iCbrFnSZKksTbthPapAkOr6t5+81LgHuA3GQoMraqP98cfRjd69Z7GfZckSRo5045cDQeGThZWSQ4BllTVdWwiMDRJgGPo5l39ePjchohKkqRxM6sJ7Ul2B84BjuubpgwMrc4JwM3Ay4fPY4ioJEkaN1tcXPUT2D8LnFpV6/rmjQJDk5yc5A1922LgQSRJksbcbEJE30Q3Of20JKcB5wH/g40DQ38K+EyS44Fb6OZiSZIkjbVmIaJbEhg6FUNEJUnSfLG5ENEmy98AVNUDPP7GoCRJ0oI064T2oWDRV/Rt5yZ5Wf/5rf22NUluTPLhzZ3PhHZJkjQOtmbkajJYdDKRfQXwtKq6FKCqzqObj0WSc4ALt7KvkiRJI2+2UQzvAD4EvK4fmVoKnE/3luDRQ/vuCSyrKidUSZKksTer4mo4WJQuw+o7wFnAQUlOHNj9BPoRrGGGiEqSpHEz6zlXQ54HrO7fEvwU8CKAJD/Vf14z1UGGiEqSpHHTqri6Hdin/7wcmAwXXQF8vVrlPUiSJI24VlEMHwU+luS1wA7Aq/v2o4CrG11DkiRp5DULEd1ahohKkqT5YnMhoq0eC0qSJIl2IaKnDgeG9tsvT3Jlkkv6BZ83aTJEVJIkaT7bmpGryRDRiar6o/73CeAausyr3wLOrqojgbuBl2x1byVJkkbcrCa09yGixwKLkxwKvKaq7h0KDB2cQLUUuGereytJkjTiZlVcVdWqJDcBE1V15sCmjQJDkxwCLKmq64bPk2QlsBJg0a5LZ9MVSZKkkdJsQvtUgaFJdgfOAY6b6hhDRCVJ0rhp+bbgBoGh/QT2zwKnVtW6zR4pSZI0JloWV8OBoW8CDgRO698iPKbhtSRJkkaSIaKSJElbyBBRSZKkbaRViOgr+rZlSW4Y2G6IqCRJWlBahYhe0rd9ENix/2yIqCRJWnCahYgC+wE/pCukqKpzBw4xRFSSJC0Isxq5qqpVwEnABf2SNw8B7wJOGd53uhDRJGuTrF3/6EOz6YokSdJIaTWh/RTg3Kp6cLDREFFJkrTQtCquDgdOSLIGOCDJRwwRlSRJC1GT4qqqDusntk8AN1bV8RgiKkmSFiBDRCVJkraQIaKSJEnbyIyKq+HA0D4s9JqB7Xsm+X6/fU2SpUn2TvKFJNck+dPprmGIqCRJGgczHbl6LDAUWANcCOw0sP0FwPsn511V1b3AB4D3VtUK4OlJJpr1WpIkaURNW1z1gaEfAl7Xvw24K3AM8IOB3Q4Gjk/yrSR/2Lc9G/hW//kewKwFSZI09qZNaK+qVUluAiaq6szJ9iSDu10OvBd4FPhikv2Bi4EzklxHt/TNqQ37LUmSNJJaTWj/WlU9XFXrgRuAfavqfXRF1/HAhVX1yPBBJrRLkqRx06q4uiLJHkmeBBwJ3NK33wg8Ezh7qoNMaJckSeNmVgs3T+HdwJeBHwF/UVW39e2/B5xdVY82uo4kSdJIM0RUkiRpC22TENH+seDhSXZpdU5JkqT5plWI6LOBvwJeCHwlyROmChbd3DUMEZUkSeNgpnOuJkNET0+yBLiIDUNE9weOrarvJdkP2Bv4Rbpg0fOa9liSJGmENQkRraqLgXVJXgosAW5n6mBRSZKksdYqRBRgZ+DXgXVAMUWwaFXd3KjfkiRJI6nZhPaqerCq3gjsADyfKYJFh48xRFSSJI2bJsVVkvOSHNZ/XQw8yKaDRR9jiKgkSRo3rUJEzwI+maSAK6vqtiSbChaVJEkaW4aISpIkbaFtEiIqSZKkESquDBGVJEnjoFVC+0Zp7El+Osm/DLTtN3e3IUmSNBpaJbS/gKE09iQHAhdV1cnNeitJkjTimiS0M3Ua+8HAryb5RpKPJmn1ZqIkSdLImra4qqpVwEnABVU1UVXrqmo48fNyYIIuPPSQJPsD3wQOr6qD6IJF/+vwuQ0RlSRJ46bVhPap0thvrqp/67evZYqEdkNEJUnSuGlVXE2Vxv7JJM9Nsgj4NeCmRteSJEkaWa3mQW2Uxp7kPcBfAgH+tqq+2OhakiRJI8uEdkmSpC00LxLaDRGVJEnjoFWI6DP7bVclWZ0kffvPJ/ncXHVekiRp1Mx05GoyRHQCWANcyIYhom8G3lpVLwaeAeyX5OeAPwF8DVCSJC0YTUJEq+q0qvpu//XJwL8DDwOvat1hSZKkUTbt24JVtSrJTcBEVZ052d4/+dtAkmOAf6yqf93cfgPbVgIrARbtunRL+i1JkjSSmi1Jk2Qf4HeBw2d6TFWtBlYDPHGPfUfjtUVJkqSt0ORtwYHFnI+bYmkcSZKkBaNVFMMpwDOBc/q3Bn+p0XklSZLmFUNEJUmSttB2CxFNsnuSI5I8Zbp9DRGVJEnjoFWI6J5Jvt9vX5NkaT8P6/PAQcCXk/g6oCRJGnszfVtwMkT09IHJ64Mhoi8A3l9V50029POu3llV1/XHHAhc0ajfkiRJI6lJiChwMHB8km8l+UOAqvpKX1gdRjd6dW3rzkuSJI2aaYurqloFnARcUFUTVbVuiriFy4EJ4PnAIUn2B+jXGDwGeAD48fC5k6xMsjbJ2vWPmuAgSZLmv1YT2r9WVQ9X1XrgBmBfgOqcANwMvHz4oKpaXVXLq2r5oie5BKEkSZr/WhVXVyTZI8mTgCOBW5KcnOQN/fbFwIONriVJkjSyWhVX7wa+DFwH/EVV3Ua3rM3rk1wNLAKubHQtSZKkkWWIqCRJ0hbabiGikiRJC02rENF9knwpyY1J3rWpts0xoV2SJI2DmY5cTYaITgBrgAvZMET0bcAfVNUBwFF9GvtUbZIkSWOtVYjofcD+SZYBT6R7M3CqNkmSpLE27fI3VbUqyU3ARFWdOdne5YM+5u+AtwNPB64CfrKJtg0kWQmsBFi0qwNbkiRp/ms1of0U4Ler6jRgR+CITbRtwBBRSZI0bloVV3sDz0jyM3QLNNcm2iRJksZaq+LqDLqJ7vcCd9I9BpyqTZIkaawZIipJkrSFDBGVJEnaRmZdXA0Hi/Zty5Lc0H9+a79tTR8k+uHNne/bdz00265IkiSNjGmjGDZjMlj09IG2D9K9GUhVnQecB5DkHLrgUUmSpLE2q+KqDxY9Flic5FDgNcB+wA+Bu4f23RNYVlVOqJIkSWNvVo8Fq2oVcBJwQb8kzkPAu+iyrYadQD+CNSzJyiRrk6xd/6iPBSVJ0vzXMkT03KraYImbJD8FvIgukmEjhohKkqRx06q4Ohw4oV978IAkH+nbVwBfr1HJe5AkSZpjWzOh/TFVddjk5yRrqur4/utRwNUtriFJkjQfzLq4qqo1TPG4r5+DNfn592d6vv329LGgJEma/wwRlSRJamhGxdVwYGgfFnrNwPZ3DwSG3prk1L7955N8bibXMERUkiSNg5k+FnwsMDTJEuAiYKfJjVV1xuTnJBcDn0jyc8CfADs37K8kSdJIm3bkqg8M/RDwuv5twF2BY4AfTLHv84HvV9VdwMPAq5r2VpIkacRNO3JVVauS3ARMVNWZk+1Jptr9HcAZ/XH3bGa/yXOsBFYCLNp16RZ0W5IkaTQ1m9CeZDHw1Kr63kyPMURUkiSNm5ZvCx4NXNbwfJIkSfNOy+LKwFBJkrTgZVRWplm+fHmtXbt2e3dDkiRpWkmur6rlU21rOedq9yRHJHlKq3NKkiTNN7MuroaDRYHPAwcBX06ydGC/c5O8rEFfJUmSRt7WjFxNBotOAPcD76yq9wNXAAcCJFkBPK2qLt3ajkqSJM0HsyqupggW/U5VXZfkMLrRq2uT7ACcD9yR5OhWHZYkSRplsyquqmoVcBJwQVVNVNW96dJCjwEeAH4MvAH4DnAWcFCSExv1WZIkaWQ1m9BenROAm4GXA88DVlfV3cCngBcNH5NkZZK1Sdbee++9rboiSZK03TQprpKcnOQN/dfFwIPA7cA+fdtyYN3wcYMJ7UuXuvyNJEma/6ZdW3CGVgOfSXI8cAtwJfA14GNJXgvsALy60bUkSZJG1qyLq6paA6zpPz8AHDG0y8PAa2Z7fkmSpPnIEFFJkqSG5ixENMlb+21rktyY5MPNei1JkjSi5ixEtKrO62MaJoBr6DKvJEmSxtqs5lz1IaLHAouTHAq8ps+6mgwRfc/AvnsCy6rKVZklSdLYm1VxVVWrktwETFTVmQBThIhOOgE4byv7KUmSNC/MZYgoSX6KLjx0zVTHGCIqSZLGzVyGiAKsAL5eVTXVcYaISpKkcdNq5Go18PokVwOL6EJEAY4Crm50DUmSpJE3lyGiVNXvz/b8kiRJ81GzOVeSJEkyoV2SJKmpuUxoX5Lksv5tQNPZJUnSgjBnCe3A64FPV9VyYJcky7e2s5IkSaNuLhPanwI8J8li4BnAnY36LEmSNLJmNXJVVauAk4AL+vUD750iof0fgGcBbwe+Sze6tQFDRCVJ0riZy4T2M4C3VNV7gFvpRrqGjzFEVJIkjZW5TGhfAuyXZBHwAmDKlHZJkqRxMpcJ7X/Utz8E7A5c1OhakiRJI2suE9q/AfzibM8vSZI0H5nQLkmS1FDLEFGSLEtyw9B+5yZ52dZ2VJIkaT6Y9WNBHg8RPX2g7YPAjpNfkqwAnlZVl27FdSRJkuaNWY1c9SGiHwJe149cLU3yYuCHwN39PjsA5wN3JDm6VYclSZJGWZMQUbo3At8FnDKw2xuA7wBnAQclOXH4PIaISpKkcdNqQvspwLlV9eBA2/OA1VV1N/Ap4EXDBxkiKkmSxk2r4upw4IQka4ADknwEuB3Yp9++HFjX6FqSJEkja2smtD+mqg6b/JxkTVUdn2QX4GNJXgvsALy6xbUkSZJGWZMQ0aH2if73h4HXzPb8kiRJ89Gchogm2T3JEUmeMpfXkSRJGhVzFiKaZAnweeAg4MtJnLEuSZLG3lyGiO4PvLOqrusLrQOBK7biepIkSSNvVsVVHyJ6LLA4yaF0c6v2YyBEtKq+0u97GN3o1XtadFiSJGmUzWWIKEkCHAM8APx4+DyGiEqSpHEzlyGiVOcE4Gbg5cMHGSIqSZLGTZOcK7oQ0RcnOYHHQ0T/Cfi3qvoEsBh4cHMnkCRJGgdzGSK6BPhMkuOBW4ArW1xLkiRplM1liOgDwBGzPb8kSdJ8NKchopIkSQvNnIWIDuy3UZskSdK4mssQ0c21SZIkjaU5CxHt93vxcJskSdI4m7MQ0SRPGG4bZoioJEkaN3MZIjplsOggQ0QlSdK4aVVcHQ6ckGQNj4eITtUmSZI01uYsRHRw+1RtkiRJ42jOQkSna5MkSRpHhohKkiQ1ZHElSZLUkMWVJElSQxZXkiRJDVlcSZIkNWRxJUmS1JDFlSRJUkMWV5IkSQ1ZXEmSJDVkcSVJktSQxZUkSVJDFleSJEkNWVxJkiQ1ZHElSZLUkMWVJElSQxZXkiRJDVlcSZIkNWRxJUmS1JDFlSRJUkMWV5IkSQ1ZXEmSJDVkcSVJktSQxZUkSVJDFleSJEkNWVxJkiQ1ZHElSZLUkMWVJElSQxZXkiRJDVlcSZIkNWRxJUmS1JDFlSRJUkMWV5IkSQ1ZXEmSJDVkcSVJktSQxZUkSVJDFleSJEkNWVxJkiQ1ZHElSZLUkMWVJElSQxZXkiRJDVlcSZIkNWRxJUmS1JDFlSRJUkMWV5IkSQ1ZXEmSJDVkcSVJktSQxZUkSVJDFleSJEkNWVxJkiQ1ZHElSZLUkMWVJElSQxZXkiRJDVlcSZIkNWRxJUmS1JDFlSRJUkMWV5IkSQ1ZXEmSJDVkcSVJktSQxZUkSVJDFleSJEkNWVxJkiQ1ZHElSZLUkMWVJElSQxZXkiRJDVlcSZIkNWRxJUmS1JDFlSRJUkMWV5IkSQ1ZXEmSJDVkcSVJktSQxZUkSVJDFleSJEkNWVxJkiQ1ZHElSZLUkMWVJElSQxZXkiRJDVlcSZIkNWRxJUmS1JDFlSRJUkMWV5IkSQ1ZXEmSJDVkcSVJktSQxZUkSVJDFleSJEkNWVxJkiQ1ZHElSZLUkMWVJElSQxZXkiRJDVlcSZIkNWRxJUmS1JDFlSRJUkMWV5IkSQ1ZXEmSJDVkcSVJktSQxZUkSVJDFleSJEkNWVxJkiQ1ZHElSZLUkMWVJElSQxZXkiRJDVlcSZIkNWRxJUmS1JDFlSRJUkMWV5IkSQ1ZXEmSJDVkcSVJktSQxZUkSVJDFleSJEkNWVxJkiQ1ZHElSZLUkMWVJElSQxZXkiRJDVlcSZIkNWRxJUmS1JDFlSRJUkMWV5IkSQ1ZXEmSJDVkcSVJktSQxZUkSVJDFleSJEkNWVxJkiQ1ZHElSZLUkMWVJElSQxZXkiRJDVlcSZIkNWRxJUmS1JDFlSRJUkMWV5IkSQ1ZXEmSJDVkcSVJktSQxZUkSVJDFleSJEkNWVxJkiQ1ZHElSZLUkMWVJElSQ6mq7d0HAJI8DNy2vfuxnTwF+Pft3YntwPteWLzvhcX7XlgW4n0/q6qWTrXhp7d1Tzbjtqpavr07sT0kWbsQ7937Xli874XF+15YFup9b4qPBSVJkhqyuJIkSWpolIqr1du7A9vRQr1373th8b4XFu97YVmo9z2lkZnQLkmSNA5GaeRKkiRp3rO4kuZIkt2THJHkKdu7L5KkbWckiqskH01ybZLTt3df5lKSZUmu6T/vkOTSJF9Nctym2uazJLsluTzJlUkuSfKEqX7W4/jzT7IE+DxwEPDlJEsX0L0vS3JD/3ns7znJTyf5lyRr+l/7JXl3km8m+e8D+23UNi6SnJvkZf3nhfAzf+vAz/vGJB9eIPe9JMllSdYm+XDfNvb3PRvbvbhK8kpgUVUdAuyTZN/t3ae50P9jeyGwU990InB9Vb0QeHWSXTbRNp/9FnB2VR0J3A28lqGf9Rj//PcH3llV7weuAF7Mwrn3DwI7TnV/Y3rP+wMXVdVEVU0ATwAOpSus70lyeJL/c7htu/W2sSQrgKdV1aUL5WdeVecN/LyvAb7HArhv4PXAp/s8q12S/N8sjPveYtu9uAImgM/0n6+k+wtoHK0HjgF+0H+f4PH7vhpYvom2eauqzq2qv++/LgVex8Y/64kp2ua9qvpKVV2X5DC6f1CPYgHce5IXAz+kK6YnWAD3DBwM/GqSbyT5KPDLwF9X97bQFcAK4JemaJv3kuwAnA/ckeRoFs7PHIAkewLLgKezMO77PuA5SRYDzwD2ZmHc9xYbheJqJ+Cu/vP9dH9Qx05V/aCqHhpomuq+x/K/RZJDgCXAnSyQewZIErqC+gGgGPN7T/IE4F3AKX3TQvkz/k3g8Ko6CNgB2JGFcd8AbwC+A5xF9z8RJ7Bw7h26+z2PhfNn/R+AZwFvB75LN0q7EO57i41CcfUI3V9GADszGn3aFqa677H7b5Fkd+Ac4DgWyD1Pqs4JwM3Af2H87/0U4NyqerD/vlB+3jdX1b/1n9eycO4b4HnA6qq6G/gU3Yj7grj3JD8FvAhYw8L5mZ8BvKWq3gPcCvwmC+O+t9go3PT1PD5s+Fzgju3XlW1qqvseq/8W/UjGZ4FTq2odC+CeJyU5Ockb+q+LgT9m/O/9cOCEJGuAA4CXMf73DPDJJM9Nsgj4Nbr/c18I9w1wO7BP/3k5sBcL595XAF/vH/UulL/blgD79X/WX8DC+HttVrZ7iGiSXekmBH4J+BXg4KHHZ2MlyZqqmkjyLOAy4It0oxoH0z2336CtqtZvt85upSRvBf4QuKlv+jjwTgZ+1nSPy8bu59+/wPAZ4InALcCpdP9XP/b3Dt2fc+DlDN0fY3jPSZ4D/CUQ4G/pHo1eQzeK9ZL+17rhtqr6n9ulww31L918jO7Rzw50L638LWP+MwdI8ofA2qr6m6n+HWMM7zvJQXR/jz8LuBZ4FQvgvmdjuxdX8Ng/REcAV/fDywtCkp+lq/CvmPzDN1XbOJnqZ71Qfv4L8d4X4j0DJNkReCnwrar65021jaMF/DP3vhfQfU9nJIorSZKkcTEKc64kSZLGhsWVJElSQxZXkra7JLfP8fkPSHLAXF5DkiZZXElaCA7of0nSnPvp7d0BSRqU5HrgHuBHwNPoXv0+GNiV7pX/G6rqbUmeCFwA/CzwfeDYqvpRHwPxTWD/qjoqyR8Br+jP/fqq+uUkOwMX02VS3V5VxyY5ky5OYEV/rZcAD/bXeHr/+df7bn4CeCrw7T4oVpIe48iVpFHzJOA1dAsi/yZdWCHAxf2i5nv3CyH/N+CWqvol4J/oVgGArhC7tqqOAqiqU+nCDv+4qn6532cPupUDDgf2SjK5RMd/qqrDgL+hW2x7JXBTVR0K/DXwnL7tln6/PZLsPxf/ESTNXxZXkkbN/1tVj9AFb66nC+eELvkZuuWE9gJ+Afh633Yd8PP951uq6m+mucaPgeOBTwO78/hyHZ/of/8XunXT/jPwjb7tAroRsf8DeEU/QrYPsOeW3Jyk8WdxJWm+OKj//QDge8A/0o1S0f/+j/3nR6Y49v+jGxGbXFD7TXSPBX8D+OHAfj8cOu5W4Pn959+nK8huA/6sqiaA0+kKMUl6jMWVpPniV5N8Fbi1qm4EPgL8YpKrgX3pRpY25e+BV/bHr+i/nwpc1W/f1OjT+cCB/SjVgcAn+7Zf6a/7FuDOrbkpSePHhHZJIy/JBcCZVXXHdu6KJE3L4kqSJKkhHwtKkiQ1ZHElSZLUkMWVJElSQxZXkiRJDVlcSZIkNWRxJUmS1ND/D0JZrgoihJgcAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 720x3960 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt_data.importance_plt(X, clf) # 查看特征重要性，决定是否去掉处理特征"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt_data.kde_plt(train_data, 'f7', 'label')  #查看最高特征的正负样本区分情况"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt_data.bar_plt(train_data, 'f7', 'label')  #查看最高特征的正负样本区分情况"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
